&l;div&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;引言&l;/li&g; &l;/ul&g; &l;p&g;滚动轴承是工程机械设备中常用重要机件，各种因素导致的损害会在轴承上留下不同的特征。通过检查分析损坏的轴承，找出其损坏的原因并采取必要的改善措施，防止不利因素的发生，是非常有意义的。即使有时没有找出失效的真实原因，也能得出一些方向性的提示，排除一些错误的观点和避免一些不必要的弯路。&l;/p&g; &l;p&g;&l;song&g;1 &l;/song&g;滚动轴承运转轨迹模式&l;/p&g; &l;p&g;    滚动轴承在低负荷下运转时，内、外圈滚道接触面会有一些钝化痕迹，通常这不算磨损，对轴承寿命影响不大。钝化痕迹形成的部位及大小即所谓的轨迹模式，因转动与滚动情况不同而各异，一般可以通过对轨迹模式的检测来掌握轴承的运行环境，区分其运行环境是否正常和适当。&l;/p&g; &l;p&g;&l;song&g;2&l;/song&g; 失效分类及实例&l;/p&g; &l;p&g;轴承失效的典型损坏形式一般是由初期阶段延续上升到第二阶段，即由压痕、擦痕、刮伤、电击、锈迹、过热等上升至凹痕、磨损、瘢痕、腐蚀、疲劳、剥落、失圆、烧伤、断裂、内部间隙增大、振动和噪声上升，直至失效，而轴承失效通常表现为各阶段损坏的混合，以下为常见的失效形式和不适当运行方式。&l;/p&g; &l;p&g;2.1 疲劳&l;/p&g; &l;p&g;疲劳是载荷所产生的剪切应力在金属承载表面以下快速周期性的出现，经过一定时间后产生微观裂纹，并逐渐延伸到金属表面引起的剥离或脱落，并逐渐扩展最终使轴承失效。它与因润滑不足、粗糙表面及微观凹凸在周期载荷作用下滚道表面形成的微小裂纹不同，表面裂纹（或表面疲劳）非常细微，但逐渐扩展会缩短轴承使用寿命。&l;/p&g; &l;p&g;2.2 磨损&l;/p&g; &l;/div&g; &l;p&g; &l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.2.1 润滑原因&l;/p&g; &l;p&g;当润滑油型号不对、变质、流失、润滑不充分或润滑失效，无法形成有承载力的油膜，金属之间直接接触，相对滑动，表面材料原始微观刀纹被磨掉，起初出现明显的碾压光亮镜面效果。当润滑油耗尽，干摩擦使温度急剧上升，发蓝直至呈棕色，温度继续升高，金属表面变软，发生流动和粘连，表面材料发生相互转移的拖尾效应，呈泪痕状。摩擦发生时，某些材料的表面也可能会被加热后又经油淋快速冷却而局部硬化，造成滚动中局部应力集中和其它材料的加速磨损。&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.2.2 污染原因&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;因装配操作不当，密封性差，维护不良，杂质或轴承材料磨屑进入等，轴承工作面会被&l;/p&g; &l;p&g;逐渐磨损直至不能使用。&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.2.3 振动原因&l;/p&g; &l;p&g;  轴承静止时，滚子与滚道间还未形成润滑膜，相互接触的金属之间受振动环境影响产生相对移动摩擦，有时会产生搓板条纹状印痕，微小颗粒从滚道表面剥离形成印痕，滚柱轴承产生长条凹槽，滚珠轴承产生&l;/p&g; &l;div&g; &l;p&g;球状凹坑。大多情况剥离部位会氧化使印痕底部有暗红色锈迹，而滚子没有明显的损害。振动幅度的大小、持续的时间和间隙的大小都影响损害的程度，但振频与损害程度无显著关系。圆柱滚子轴承相对更易受到伤害，因为滚珠能在任何方向滚动，而滚柱只能朝一个方向滚动，其他方向则形成滑动。所以，提供振动阻尼基座、采用油浴润滑、轴承预加弹性载荷，或可能情况下采用球面滚子代替圆柱滚子等，尽量避免振动损害。&l;/p&g; &l;p&g;2.2.4 进出载荷区&l;/p&g; &l;p&g;滚动轴承运转时，载荷区的滚子受到内、外圈的压力驱动处于滚动状态，而无载荷区域的滚子并未完全形成滚动，当这部分滚子处于正在进入与尚未进入载荷时刻，处于刚性体与塑性体、滑动和滚动的混合状态，受加速、压力失圆和剧烈的搓挤，此刻若润滑油膜失效，会导致滚子和内外滚道磨损。&l;/p&g; &l;/div&g; &l;p&g; &l;/p&g; &l;div&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.2.5 安装原因&l;/p&g; &l;/div&g; &l;p&g; &l;/p&g; &l;p&g;安装圆柱滚子轴承时，滚子与保持架相连的环应加以润滑和旋转进行安装，否则滚子容易刮擦滚道，导致与滚子间距一致的横向擦痕。批量装配轴承时若采用合理的工装会非常方便。若轴承内圈与轴、外圈与轴承座配合不够紧，此种情况靠轴向压紧难以改善，运行时产生相对运动（跑套），在轴和轴承孔、轴承外表面和轴承座孔会产生磨损。&l;/p&g; &l;psyle=&quo;magin-lef:17.9500p;&quo;&g;2.2.6 轴承结构&l;/p&g; &l;p&g;轴承挡边、角环及保持架等都容易在运行中发生摩擦，双列球面滚子轴承的中隔圈在尺寸设计上过于靠近保持架容易磨损；双支撑轴承跨度较大时，常因热膨胀释放受阻，受过大的单向轴向载荷导致滚子端部与挡边和角环的导向面发生磨损。&l;/p&g; &l;p&g;2.2.7 轴承质量原因&l;/p&g; &l;p&g;不具备资质的制造厂家所生产的轴承，结构设计不合理、材料选用不当、制造上的缺陷、质量控制不善、工艺执行不严及运输保管失误等，均可能引起轴承较快磨损。&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.3 凹痕 &l;/p&g; &l;p&g;2.3.1 轴承拆装时施力不当、过盈配合过大、锥孔轴承轴套过度胀紧，轴承未运转时受不对称或非正常载荷，使座圈和滚子上形成凹痕，有时轴承圈上的凹痕与滚子的间距是一致的。&l;/p&g; &l;p&g;2.3.2 毛刺类杂质卷入滚动中座环会产生碾压凹痕，导致凹痕的粒子并不一定很硬，碎纸、纤维也可能导致这种情况。&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.4 瘢痕&l;/p&g; &l;p&g;推力球轴承若载荷不足情况下转速过高，离心力会把滚珠甩向滚道外侧，滚珠与滚道产生相对滑动而非正常滚动，导致滚道外侧形成倾斜的条状划擦痕迹，一般通过对轴承附加预紧载荷（如弹簧）可以避免。此外，一些轴承定位件、压紧件及随轴旋转件的各种缺陷也会在轴承上留下损伤痕迹。&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.5 腐蚀和锈蚀&l;/p&g; &l;p&g;暴露在空气中的轴承金属表面会产生一层很薄的氧化保护膜，但若无润滑油保护，此薄膜极易破坏，一经与水或腐蚀元素接触，就会产生腐蚀痕迹并迅速扩展。如盐水能产生电解腐蚀，一般硫酸腐蚀很快，硝液腐蚀较弱。腐蚀也可因摩擦引起氧化薄膜破坏，氧化逐渐渗透至材料内部，锈蚀处破裂形成凹坑，产生承载不均匀，载荷分布恶化。&l;/p&g; &l;p&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E8%BD%B4%E6%89%BF%E7%AE%B1.png&quo;syle=&quo;widh:432px;heigh:416px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.6 电击&l;/p&g; &l;p&g;当对机械设备施焊，电流从一个轴承环经滚子流向另一个环，接触点产生高温电弧，局部材料受热产生大小不一的变色或灼伤区域，此处材料被回火、被再次硬化或融化，形成凹坑褶皱，滚动受到影响，外环滚道上的剥落会因碾压周向扩展，滚子上的灼伤有黑色或变色瘢痕。直流电和交流电都能损伤轴承，即使是很小的电流。转动着的轴承对电流损害更敏感，损伤的程度取决于电流强度、持续时间、载荷、速度和润滑。&l;/p&g; &l;p&g;有时电流产生的凹痕与振动引起的凹痕非常相似，一般较难区分，但是前者产生的凹痕底部深暗发黑，通常不明亮不锈蚀；而振动引起的凹痕底部较亮或带锈迹；另一个特征是振动损伤主要在滚道上，滚子上无明显损伤。&l;/p&g; &l;p&g;2.7 剥落&l;/p&g; &l;p&g;通常的轴承剥落并非疲劳已达到额定寿命，而有可能存在6种情况。&l;/p&g; &l;div&g; &l;p&g;2.7.1 轴承配置选型不当，装调预载荷过大，配合过紧造成轴承运行过载荷。&l;/p&g; &l;p&g;2.7.2 运行轴承散热不良，材料间相互温差过大，轴承圈热变形和局部高负载会引起剥落。&l;/p&g; &l;p&g;2.7.3 剖分式轴承座中分面错位或连接螺栓过紧，致轴承孔失圆而形成附加载荷。&l;/p&g; &l;p&g;2.7.4 双支型轴承浮动端移动度受限，不能释放热膨胀引起的轴向附加载荷，导致挤压。&l;/p&g; &l;p&g;2.7.5 安装倾斜，定位不良或缺乏定位，内外圈不同轴，深沟球轴承直径两端造成严重的倾斜受力印痕和剥落；圆柱滚子轴承则在内圈一侧滚道边缘超载出现印痕和剥落。&l;/p&g; &l;p&g;2.7.6 硬粒杂质污染碾压造成剥落，其它如表面腐蚀、锈蚀、摩擦或电击损害等引起的剥落，当剥落到一定程度时，通过声音和振动的不正常可以判断出。&l;/p&g; &l;/div&g; &l;p&g; &l;/p&g; &l;div&g; &l;psyle=&quo;magin-lef:31.5000p;&quo;&g;2.8 断裂&l;/p&g; &l;p&g;2.8.1 野蛮拆装，对内外环的直接锤击或以硬物敲凿都将导致裂纹或碎片脱落；球面滚子轴承装配时受敲击易造成中部法兰破裂，或撞击力由另一列滚子传递后造成另一侧内环外挡边破裂。&l;/p&g; &l;p&g;2.8.2 锥形内孔或胀套紧力过度，圆柱孔内圈配合过盈量过大，导致过度加热后与主轴套装过紧，造成内环上过大的附加拉应力，在运行载荷作用下容易断裂。&l;/p&g; &l;/div&g; &l;p&g; &l;/p&g; &l;p&g;2.8.3 轴承内圈与主轴配合不够紧，运行中产生相对转动和摩擦，易导致内圈裂纹或横贯摩擦面的断裂。&l;/p&g; &l;p&g;2.8.4 深沟球轴承易产生外圈周向断裂，严重磨损锈蚀的球面滚子轴承易产生内圈横向断裂。&l;/p&g; &l;p&g;2.9 保持架损坏&l;/p&g; &l;p&g;2.9.1 剧烈振动下滚子惯性力会使保持架受冲击过载荷，保持架内部会疲劳产生裂纹，这些裂纹迟早会导致保持架破裂。&l;/p&g; &l;p&g;2.9.2 若轴承转速超过保持架设计强度，保持架也会因高速产生的巨大惯性力而破坏&l;song&g;。&l;/song&g;&l;/p&g; &l;p&g;2.9.3 使用滚动轴承的初衷是避免滑动摩擦，但保持架和与其接触的轴承组件不可避免地会产生滑动摩擦。保持架材料相对偏软，若润滑不充分和微粒研磨，磨损相对较快，当保持架尺寸因磨损减小后，间隙增大，对滚动件的导向作用减弱，滚动会偏离正常运动轨迹，会更加速保持架失效。&l;/p&g; &l;p&g;2.9.4 若硬质颗粒进入保持架阻碍了滚子正常旋转，也将导致保持架失效。&l;/p&g; &l;p&g;2.9.5 其它原因：若轴承安装时内外环轴心偏移或轴承间隙增大，滚子以椭圆和非正常轨迹运动，那么保持架每转一圈都必定改变形状，产生附加载荷或承受剧烈加速、减速及速度波动和惯性力的影响，其内部材料迟早会因疲劳导致破损。&l;/p&g; &l;p&g;&l;song&g;3 结论&l;/song&g;&l;/p&g; &l;p&g;总之，只要注意保护运行现场和保留失效轴承遗留物件，认真进行观察分析和不断总结积累经验，就能找到解决问题的方法和思路，从失效轴承的运行环境和损坏痕迹分析中获益。&l;/p&g;

&l;p&g;1 概述&l;/p&g; &l;p&g;离心通风机叶轮由于刚度差而导致失效的现象时有发生。其机理为叶片受离心力作用而弯曲变形，且各叶片弯曲变形的程度又不可能完全相同，因而使平衡遭到破坏，以致于最后失效。尤其是宽径比比较大的风机，如4－73、4－60、6－40等，在高圆周速度条件下，这个问题就更为突出。此外，在实际工作中，还会经常遇到为解决耐磨问题而将4－73的机翼型叶片改为板式叶片的情况，显然，其刚度会明显下降。为此，通常采用增加副前盘的结构方案进行解决，如图1所示；但在何种条件下加副前盘以及设计成何种形式的副前盘，则依靠设计者的经验。然而，是否成功则需要在试验台或工业现场进行考核。&l;/p&g; &l;p&g;因此，在设计阶段对离心通风机叶轮的刚度进行计算是很有必要的，也是必须得完成的一个项目。但目前笔者能查阅到的只是在文献[1]中提到的刚度校核公式，而实际应用时，却发现还有一些问题无法解决：一是该公式没有推导过程。因而，对其建模过程不了解；二是具体变形量无具体数值。因而，对不同的风机或不同的使用场合，如何提出变形控制指标就无从下手；三是按此公式计算刚度，如果结果达不到要求，设计成何种形式的副前盘也无法判断，因为不知道叶片上何处刚性薄弱。&l;/p&g; &l;p&g;因此，确定适用的离心通风机刚度的工程计算方法，对风机的设计、工艺和生产有重要作用。&l;/p&g; &l;p&g; &l;/p&g; &l;p&g;2 计算模型的建立&l;/p&g; &l;p&g;离心通风机叶轮由前盘、叶片、后盘或中盘，焊接或铆接而成。多数叶轮的前盘均有锻件或铆焊件进口圈，而且部分叶轮的前盘在靠近外缘部位还焊接有多种形式的调频环以加强其刚性；而后盘或中盘一般厚度较大（不少叶轮后盘或中盘还有锻件辐板或焊接辐板），用螺栓与铸件轮毂或主轴联接。因此，就风机叶轮结构和工作特点而言，前盘和后盘或中盘的刚性较强，而叶片的刚性相对较弱，叶轮刚性问题也就表现为叶片的刚性问题。所以，在设计和生产中，保证了叶片的刚度也就保证了整个离心叶轮的刚度。&l;/p&g; &l;p&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E5%89%8D%E7%9B%98.png&quo;syle=&quo;widh:510px;heigh:381px;&quo;/&g;&l;/p&g; &l;p&g;对叶片的受力情况进行初步分析：与叶片自身离心力相比，其受到的气动力的数量级太小，在计算刚度时可忽略不计。因此，应主要考虑叶片离心力的影响。沿着叶片型线从进口到出口边，由于半径和方向的变化，其离心力的大小和方向也在变化，不可否认，其变形量的大小也会随着半径的不同而变化，即其变形不是均匀的；但沿着叶轮轴向方向，可以认为其沿叶片宽度方向受均布载荷。也就是说，可以把叶片看成沿叶片宽度方向受均布载荷的固定梁（如焊接叶轮）或简支梁（如铆接叶轮），这是建立数学模型的基础。&l;/p&g; &l;p&g;3 计算公式的推导&l;/p&g; &l;p&g;3.1 钢制板式后弯叶片焊接叶轮&l;/p&g; &l;p&g;为了分析不同半径处叶片的变形量，如图2所示，可取任意一个叶片，假设在半径&l;em&g;R&l;/em&g;处取一微元&l;em&g;b&l;/em&g; ，其厚度为&l;em&g;&dela;&l;/em&g;，其长度（即叶片宽度）为&l;em&g;L&l;/em&g;，则该微元在旋转角速度&l;em&g;ω&l;/em&g;(1/ad)或转速&l;em&g;n&l;/em&g;下产生离心力&l;em&g;P&l;/em&g;,该&l;em&g;P&l;/em&g;值又可分解成&l;em&g;P&l;/em&g;&l;sub&g;1&l;/sub&g;和&l;em&g;P&l;/em&g;&l;sub&g;2&l;/sub&g;。沿&l;em&g;P&l;/em&g;&l;sub&g;2&l;/sub&g;方向叶片抗弯模量极大，可以忽略&l;em&g;P&l;/em&g;&l;sub&g;2&l;/sub&g;产生的变形。因此，计算和控制&l;em&g;P&l;/em&g;&l;sub&g;1&l;/sub&g;产生的变形则是主要矛盾。作为均布载荷，若&l;em&g;P&l;/em&g;&l;sub&g;1&l;/sub&g;=&l;em&g;qL&l;/em&g;，则该微元就可简化成如图3所示的受均布载荷的固定梁模型。&l;/p&g; &l;p&g;   &l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/gangdu.png&quo;syle=&quo;widh:573px;heigh:785px;&quo;/&g;&l;/p&g; &l;p&g;在材质具有连续性、均匀性、各向同性和变形控制在弹性变形范围内的假设下，上述计算模型就把叶轮的刚度问题转化成求解该微元的最大变形并控制该变形量的问题。&l;/p&g; &l;p&g;设材质的弹性模量为&l;em&g;E&l;/em&g;，微元的惯性矩为&l;em&g;I&l;/em&g;。分析图3，显然，&l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;A&l;/sub&g;&l;/em&g;=&l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;，&l;em&g;R&l;/em&g;&l;em&g;&l;sub&g;A&l;/sub&g;&l;/em&g;=&l;em&g;R&l;/em&g;&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;=0.5&l;em&g;qL&l;/em&g;，其最大变形发生在0.5&l;em&g;L&l;/em&g;处；并且边界约束条件为在&l;em&g;x&l;/em&g;=0或&l;em&g;x&l;/em&g;=&l;em&g;L&l;/em&g;时，&l;em&g;f&l;/em&g;=0。由于其为静不定结构，需要另外寻求变形协调方程。应用线性叠加原理，则图3的模型可以分解成图4、图5和图6三个模型，也就是前者是后三者的线形叠加，于是：&l;/p&g; &l;p&g; &l;em&g;f &l;/em&g;= &l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g; +&l;em&g;f&l;/em&g;&l;sub&g;2&l;/sub&g; +&l;em&g; f&l;/em&g;&l;sub&g;3&l;/sub&g;                                               (1)&l;/p&g; &l;p&g; (&l;em&g;f&l;/em&g; )&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g; = (&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g;) &l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g; +(&l;em&g;f&l;/em&g;&l;sub&g;2&l;/sub&g;)&l;em&g;&l;sub&g; B&l;/sub&g;&l;/em&g; +(&l;em&g;f&l;/em&g;&l;sub&g;3&l;/sub&g;) &l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;                                       (1a)&l;/p&g; &l;p&g;&l;em&g;f&l;/em&g;&l;sub&g;max&l;/sub&g; = (&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g;)&l;sub&g; 0.5&l;/sub&g;&l;em&g;&l;sub&g;L&l;/sub&g;&l;/em&g; +(&l;em&g;f&l;/em&g;&l;sub&g;2&l;/sub&g;)&l;sub&g; 0.5&l;/sub&g;&l;em&g;&l;sub&g;L&l;/sub&g;&l;/em&g; +(f&l;sub&g;3&l;/sub&g;)&l;sub&g;0.5&l;/sub&g;&l;em&g;&l;sub&g;L&l;/sub&g;&l;/em&g;                                                  (1b)&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;受均布载荷&l;em&g;q&l;/em&g;的悬臂梁（见图4）&l;/li&g; &l;/ul&g; &l;p&g;其变形曲线方程为&l;/p&g; &l;p&g; &l;/p&g; &l;p&g;&l;imgheigh=&quo;1&quo;sc=&quo;file:///C:\Uses\ADMINI~1\AppDaa\Local\Temp\ksohml13868\wps4.png&quo;widh=&quo;49&quo;/&g;&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g; =&l;em&g;qx&l;/em&g;&l;sup&g;2&l;/sup&g; * (&l;em&g;x&l;/em&g;&l;sup&g;2&l;/sup&g; －4&l;em&g;Lx&l;/em&g; +6&l;em&g;L&l;/em&g;&l;sup&g;2&l;/sup&g;  ）/（24 &l;em&g;EI&l;/em&g; ）            （2)&l;/p&g; &l;p&g;        &l;/p&g; &l;p&g;在&l;em&g;B&l;/em&g;点，其变形量为&l;/p&g; &l;p&g;              （&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g;）&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g; =     &l;em&g;qL&l;/em&g;&l;sup&g;4&l;/sup&g;  /（8 &l;em&g;EI&l;/em&g; ）                (2a)&l;/p&g; &l;p&g;    &l;/p&g; &l;p&g;在0.5&l;em&g;L&l;/em&g;点，其变形量为&l;/p&g; &l;p&g;         （&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g;）&l;sub&g;0.5&l;/sub&g;&l;em&g;&l;sub&g;L&l;/sub&g;&l;/em&g; =    17&l;em&g;qL&l;/em&g;&l;sup&g;4&l;/sup&g; /（384 &l;em&g;EI&l;/em&g; ）               (2b)&l;/p&g; &l;p&g;  (2)受集中载荷&l;em&g;R&l;/em&g;&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;的悬臂梁（见图5）&l;/p&g; &l;p&g;其变形曲线方程为&l;/p&g; &l;p&g;&l;em&g;f&l;/em&g;&l;sub&g;2&l;/sub&g; =－ &l;em&g;qx&l;/em&g;&l;sup&g;2&l;/sup&g;   (3&l;em&g;L&l;/em&g;  －&l;em&g;x &l;/em&g;)&l;em&g;L&l;/em&g; / （12&l;em&g; EI&l;/em&g; ）            (3)&l;/p&g; &l;p&g; 在&l;em&g;B&l;/em&g;点，其变形量为&l;/p&g; &l;p&g;&l;em&g;（f&l;/em&g;&l;sub&g;1&l;/sub&g;）&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g; = -&l;em&g;qL&l;/em&g;&l;sup&g;4&l;/sup&g; / （ 6 &l;em&g;EI&l;/em&g; ）               (3a)&l;/p&g; &l;p&g; 在0.5&l;em&g;L&l;/em&g;点，其变形量为&l;/p&g; &l;p&g; （&l;em&g;f&l;/em&g;&l;sub&g;2&l;/sub&g;）&l;sub&g;0.5&l;/sub&g;&l;em&g;&l;sub&g;L&l;/sub&g;&l;/em&g; =－5 &l;em&g;qL&l;/em&g;&l;sup&g;4&l;/sup&g; /（ 96 &l;em&g;EI&l;/em&g; ）            (3b)&l;/p&g; &l;p&g;   (3)受弯矩&l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;的悬臂梁（见图6）&l;/p&g; &l;p&g;其变形曲线方程为&l;/p&g; &l;p&g;&l;em&g;f&l;/em&g;&l;sub&g;3&l;/sub&g; = &l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B &l;/sub&g;&l;/em&g;&l;em&g;x&l;/em&g;&l;sup&g;2&l;/sup&g;/ （2 &l;em&g;EI&l;/em&g; ）                         (4)&l;/p&g; &l;p&g; 在&l;em&g;B&l;/em&g;点，其变形量为&l;/p&g; &l;p&g;（&l;em&g;f&l;/em&g;&l;sub&g;3&l;/sub&g;）&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g; =&l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B &l;/sub&g;&l;/em&g;&l;em&g;L&l;/em&g;&l;sup&g;2&l;/sup&g;/ 2 &l;em&g;EI&l;/em&g;                                                  (4a)&l;/p&g; &l;p&g;  在0.5&l;em&g;L&l;/em&g;点，其变形量为&l;/p&g; &l;p&g;      （&l;em&g;f&l;/em&g;&l;sub&g;3&l;/sub&g;）&l;sub&g;0.5&l;/sub&g;&l;em&g;&l;sub&g;L&l;/sub&g;&l;/em&g; = &l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B &l;/sub&g;&l;/em&g;&l;em&g;L&l;/em&g;&l;sup&g;2&l;/sup&g; / （ 8 &l;em&g;EI）&l;/em&g;                       (4b)&l;/p&g; &l;p&g;根据式（1a）和已知边界条件&l;em&g;x&l;/em&g;=&l;em&g;L&l;/em&g;,(&l;em&g;f&l;/em&g; )&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;=0，可以求出&l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g;，则&l;/p&g; &l;p&g; &l;em&g;M&l;sub&g;A&l;/sub&g;&l;/em&g;=&l;em&g;M&l;/em&g;&l;em&g;&l;sub&g;B&l;/sub&g;&l;/em&g; =  &l;em&g; qL&l;/em&g;&l;sup&g;2&l;/sup&g;/12                                                  (5)&l;/p&g; &l;p&g; 又根据式（1b）求出在&l;em&g;x&l;/em&g;=0.5&l;em&g;L&l;/em&g;时，图3中的最大变形量为&l;/p&g; &l;p&g;   &l;em&g;f&l;/em&g;&l;sub&g;max&l;/sub&g;=  &l;em&g;  qL&l;/em&g;&l;sup&g;4&l;/sup&g;/ 384&l;em&g;EI&l;/em&g;                                                              (6)&l;/p&g; &l;p&g; 将分布载荷&l;em&g;q&l;/em&g; =&l;em&g;P&l;/em&g;&l;sub&g;1&l;/sub&g;/&l;em&g;L&l;/em&g; =（&l;em&g;P&l;/em&g; sin&l;em&g;φ&l;/em&g;）/&l;em&g;L&l;/em&g; =（&l;em&g;ω&l;/em&g;&l;sup&g;2&l;/sup&g; &l;em&g;R&l;/em&g;&l;em&g;&ho;&l;/em&g;&l;em&g;b&l;/em&g;&l;em&g;&dela;&l;/em&g;&l;em&g;L&l;/em&g; sin&l;em&g;φ&l;/em&g;）/&l;em&g; L&l;/em&g; =&l;em&g;ω&l;/em&g;&l;sup&g;2&l;/sup&g; &l;em&g;R&l;/em&g;&l;em&g;&ho;&l;/em&g;&l;em&g;b&l;/em&g;&l;em&g;&dela;&l;/em&g;sin&l;em&g;φ&l;/em&g;和微元的惯性矩&l;em&g;I&l;/em&g; =&l;em&g;&dela;&l;/em&g;&l;sup&g;3&l;/sup&g; &l;em&g;b&l;/em&g; /12,以及弹性模量&l;em&g;E&l;/em&g; =2.06&imes;10&l;sup&g;11&l;/sup&g;(Pa)和钢的密度&l;em&g;&ho;&l;/em&g; =7.85&imes;10&l;sup&g;3&l;/sup&g;(kg/m&l;sup&g;3&l;/sup&g;),&l;em&g;ω&l;/em&g;=2π&l;em&g;n&l;/em&g; /60(1/ad)代入式（6），则得出在叶片上任意半径&l;em&g;R&l;/em&g;处的最大变形量为&l;/p&g; &l;p&g;   &l;em&g;f&l;/em&g;&l;sub&g;max&l;/sub&g;=  &l;em&g;k&l;/em&g;  &l;em&g; Rn&l;/em&g;&l;sup&g;2 &l;/sup&g;&l;em&g;L&l;/em&g;&l;sup&g;4 &l;/sup&g; sin&l;em&g;φ&l;/em&g; /   &l;em&g;&dela;&l;/em&g;&l;sup&g;2&l;/sup&g;                            (7)&l;/p&g; &l;p&g; 式中，常数&l;em&g;k&l;/em&g; =1.3059&imes;10&l;sup&g;-11&l;/sup&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;叶轮刚度的校核&l;/li&g; &l;/ul&g; &l;p&g;显然，式（7）可以计算叶片上任意半径R处的最大变形量，从而为变形量的控制提供了依据。笔者认为，只要把叶轮叶片变形量控制在允许值范围内，就可以保证刚性安全，即&l;/p&g; &l;p&g;               &l;em&g;k&l;/em&g; &l;em&g;Rn&l;/em&g;&l;sup&g;2&l;/sup&g; &l;em&g;L&l;/em&g;&l;sup&g;4&l;/sup&g; sin&l;em&g;φ&l;/em&g; / &l;em&g;&dela;&l;/em&g;&l;sup&g;2 &l;/sup&g;  ≤    &l;em&g;f&l;/em&g; [&l;em&g;L&l;/em&g; ] /&l;em&g;L&l;/em&g;                    (8)&l;/p&g; &l;p&g;其还可以化成下式&l;/p&g; &l;p&g;              &l;em&g; &l;/em&g; &l;em&g;k&l;/em&g; &l;em&g;Rn&l;/em&g;&l;sup&g;2 &l;/sup&g; &l;em&g;L&l;/em&g;&l;sup&g;4 &l;/sup&g; sin&l;em&g;φ&l;/em&g; / &l;em&g;&dela;&l;/em&g;&l;sup&g;2 &l;/sup&g;   ≤     &l;em&g;f&l;/em&g; /&l;em&g;L&l;/em&g;                    (9)&l;/p&g; &l;p&g;相比之下，式（9）在使用时比式（8）更方便一些。&l;/p&g; &l;psyle=&quo;magin-lef:10.5000p;&quo;&g;在具体计算中，原则上只需校核叶片进、出口和中部3个半径处的刚度，就可以了解和掌握整个叶轮的刚度情况，因而副前盘的形式也由此确定。&l;/p&g; &l;p&g; &l;/p&g; &l;p&g;3.2 钢制机翼型叶片的焊接式叶轮&l;/p&g; &l;p&g;式（6）也适用于钢制机翼型叶片的焊接式叶轮。&l;/p&g; &l;p&g;设叶片质量为&l;em&g;m&l;/em&g;,重心所在半径为&l;em&g;R&l;/em&g;&l;em&g;&l;sub&g;c&l;/sub&g;&l;/em&g;，对应的叶片宽度为&l;em&g;L&l;/em&g;，叶片离心力为&l;em&g;P&l;/em&g;，且&l;em&g;P&l;/em&g;又可分解成沿叶片的法向力&l;em&g;P&l;/em&g;&l;sub&g;1&l;/sub&g;和切向力&l;em&g;P&l;/em&g;&l;sub&g;2&l;/sub&g;，而&l;em&g;P&l;/em&g;与&l;em&g;P&l;/em&g;&l;sub&g;2&l;/sub&g;夹角为&l;em&g;φ&l;/em&g;；又将机翼型叶片截面简化为椭圆（忽略叶片加强筋板对刚性的有利因素），其中：外椭圆短半径&l;em&g;a&l;/em&g;&l;sub&g;1&l;/sub&g;，内椭圆短半径&l;em&g;a&l;/em&g;&l;sub&g;2&l;/sub&g;，外椭圆长半径&l;em&g;b&l;/em&g;&l;sub&g;1&l;/sub&g;，内椭圆长半径&l;em&g;b&l;/em&g;&l;sub&g;2&l;/sub&g;。于是，椭圆截面的惯性矩&l;em&g;I&l;/em&g;=(&l;em&g;a&l;/em&g;&l;sub&g;1&l;/sub&g;&l;sup&g;3&l;/sup&g;&l;em&g;b&l;/em&g;&l;sub&g;1&l;/sub&g;－   &l;em&g;a&l;/em&g;&l;sub&g;2&l;/sub&g;&l;sup&g;3&l;/sup&g;&l;em&g;b&l;/em&g;&l;sub&g;2&l;/sub&g;)π/4。&l;/p&g; &l;p&g;将分布载荷&l;em&g;q&l;/em&g; =&l;em&g;P&l;/em&g;&l;sub&g;1&l;/sub&g;/&l;em&g;L&l;/em&g; =（&l;em&g;P&l;/em&g; sin&l;em&g;φ）&l;/em&g;/&l;em&g;L&l;/em&g; =（&l;em&g;ω&l;/em&g;&l;sup&g;2 &l;/sup&g;&l;em&g;R&l;/em&g;&l;em&g;&l;sub&g;c&l;/sub&g;&l;/em&g; &l;em&g;m&l;/em&g; sin&l;em&g;φ&l;/em&g;）/L和其惯性矩&l;em&g;I&l;/em&g;,以及弹性模量&l;em&g;E&l;/em&g; =2.06&imes;10&l;sup&g;11&l;/sup&g;(N/m&l;sup&g;2&l;/sup&g;)和ω=2πn/60(1/ad)代入式（6），则得出在叶片重心半径&l;em&g;Rc&l;/em&g;处的最大变形量为&l;/p&g; &l;p&g; &l;em&g;f&l;/em&g;&l;sub&g;max &l;/sub&g;=&l;em&g; k&l;/em&g; &l;em&g;mR&l;sub&g;c&l;/sub&g;&l;/em&g;&l;em&g; n&l;/em&g;&l;sup&g;2 &l;/sup&g; &l;em&g;L&l;/em&g;&l;sup&g;3 &l;/sup&g;sin&l;em&g;φ/&l;/em&g;   &l;em&g; （a&l;/em&g;&l;sub&g;1&l;/sub&g;&l;sup&g;3&l;/sup&g;&l;em&g;b&l;/em&g;&l;sub&g;1&l;/sub&g;－   &l;em&g;a&l;/em&g;&l;sub&g;2&l;/sub&g;&l;sup&g;3&l;/sup&g;&l;em&g;b&l;/em&g;&l;sub&g;2&l;/sub&g; ）          (10)                  则其叶轮刚度的校核公式为&l;/p&g; &l;p&g;           &l;em&g;k&l;/em&g;   &l;em&g;mR&l;/em&g;&l;em&g;&l;sub&g;c &l;/sub&g;&l;/em&g;&l;em&g;n&l;/em&g;&l;sup&g;2 &l;/sup&g; &l;em&g;L&l;/em&g;&l;sup&g;2 &l;/sup&g;sin&l;em&g;φ&l;/em&g; /（&l;em&g;a&l;/em&g;&l;sub&g;1&l;/sub&g;&l;sup&g;3&l;/sup&g;&l;em&g;b&l;/em&g;&l;sub&g;1&l;/sub&g;－   &l;em&g;a&l;/em&g;&l;sub&g;2&l;/sub&g;&l;sup&g;3&l;/sup&g;&l;em&g;b&l;/em&g;&l;sub&g;2&l;/sub&g; ） ≤   [f/ &l;em&g;L&l;/em&g; ]             (11)&l;/p&g; &l;p&g;式（10）和式（11）中，&l;em&g;k&l;/em&g; =1.7651&imes;10&l;sup&g;-16&l;/sup&g;&l;/p&g; &l;p&g;3.3 钢制铆接式板式叶片叶轮&l;/p&g; &l;p&g;其模型简化为受均布载荷的简支梁，则边界约束条件与上述不同；同时，在控制变形量方面应同时控制最大变形量和两端的转角。但通过具体推导（此处略），叶轮变形和转角的计算公式相当，则可合并成与式（9）相同的形式，但是&l;em&g;k&l;/em&g; =6.5295&imes;10&l;sup&g;-11&l;/sup&g;&l;/p&g; &l;p&g;4 叶片变形量容许值&l;/p&g; &l;p&g;原则上讲，要控制旋转状态下叶片使其不变形是根本做不到的，关键是如何确定一个既安全又经济的指标。对于一个旋转主轴，一般变形量指标控制在[&l;em&g;f/L&l;/em&g;]=1/5000～1/10000；对于离心通风机超速试验后的塑形变形控制在[&l;em&g;f/L&l;/em&g;]=1/1000；而对于离心通风机在运行中的变形量指标，至今尚未看到有关权威报道。为此，只有根据经验法进行类比。从多年生产风机及对国外进口风机国产化改造的经验来看，一般选取[f/L]=1/100就可以满足安全要求；如果超过该值，就要采取相应的增强刚度的措施，如根据叶片刚性的薄弱环节，增加不同形式的副前盘。当然，也不排除今后通过大量的工业实践，针对不同风机或不同使用场合继续放宽该指标的可能。&l;/p&g; &l;p&g;5 结论&l;/p&g; &l;p&g;根据对叶轮叶片刚度计算的详细建模过程，提出了刚度计算和校核的方法，并借助于大量的工程应用经验，解决了离心通风机设计和生产中的实际技术问题，实践证明这是一种十分实用的工程计算方法。&l;/p&g; &l;p&g; &l;/p&g;

&l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;引风机是工作条件比较差的锅炉辅助设备。众所周知,它是在含尘气流中工作的。燃&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;煤锅炉烟气中的飞灰对引风机产生磨损,也会沉积在引风机叶片上。由于积灰和磨损是不&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;均匀的,从而使风机的平衡破坏,引起振动,有的锅炉甚至因此而不能正常运行。一般地&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;说,对于使用干式除尘器的锅炉,引风机比较容易磨损,而对于使用湿式除尘器的锅炉,&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;引风机则比较容易积灰,尤其是除尘器工作不良时,水点飞溅,烟气带水,引风机叶片积&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;灰更为严重。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;影响引风机暦损和积灰的主要因素&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;一)除尘器运行工况&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;除尘器运行工况的好坏,对引风机积灰及磨损影啊很大。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;例如某厂有一台媒粉炉,过去由于除尘器工作不良,引风机仅用三个月就必须更换叶&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;轮;现在自己设计制造了一台水膜式除尘器,引风机已使用了两年还不见磨损很严重。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;二)风机形式&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;风机形式对瘤损的程度也有着显著的影响。一般反映IDM型风机比7-29型风机耐磨&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;单直板型5-48、6-30风机比4-72、4-73机翼型耐磨。我们认为风机形式对磨损的影&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;响主要是由于空气动力的原因。如果风机设计合理,使气流中的微粒均匀分布,不导致集&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;中磨损,则风机的使用寿命就长。如某厂IDM型风机磨损均匀,因此其使用时间长。另&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;外,IDM型凤机为后弯机翼型风机,气流与叶片的作用不如前弯式叶片的7-29型风机强&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;烈,因此其磨性也较好。一般来说,在直径相同时前弯式风机比较易磨损。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;这里需要指出,后弯式机翼型风机用于排粉风机和引风机时,必须考虑到当机翼前缘&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;磨穿后,易发生叶片内部积灰引起振动的问题。在选型、设计和制造中,应予以充分的重&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;视。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;三)风机转速&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;据排粉风机试验指出,排粉风机的金属磨耗量与转速的平方成正比,即W&l;Gn&l;sup&g;2&l;/sup&g;,W&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;为磨耗量,G为送粉量,n为转速。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(四)磨损件材质&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;风机的磨损速度随磨损部件材料的硬度增加而减小。但是耐磨性不仅取决于它的硬度,&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;而且还与它的成分有关。如经热处理的各种不同成分的钢,虽有相同的硬度,却有不同的&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;耐磨性。还应指出,碳钢由于淬火提高硬度而提高的耐磨性是比较小的。如40号碳钢谇火&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;后,其硬度由163增加到730,增加了3.5倍,而其耐磨性仅增加69%。又如某厂鼓形钢球&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;磨煤机直吹系统用0,4-90°型排粉风机,其叶片用普通磯钢表面渗碳并溶火后,其硬度至&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;RC=60以上;硬度值提高4倍,但其耐磨性仅提高1~2倍。因此,为提高材料的时磨&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;性还必须改变其成分。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/1601110886(1).png&quo;syle=&quo;widh:612px;heigh:419px;&quo;/&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;式中C——含粒浓度(克/米3)&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&Dela;——叶片厚度(米);&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;U——叶片平均圆周速度(米/秒)。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;G——重力加速度,9=9.81米/秒2&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;此关系是由径向直板式排粉风机的实际调查和实验得出的。从此关系中可知,风机的&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;磨损与输送气体中含微粒的浓度成正比。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(大)微粒性质&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;我们知道,风机的磨损是由微粒对金属的撞击和擦伤两个作用构成的。徵粒对钢磨损&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;不仅取决于钢的硬度,而且还与微粒的几何形状有关。大家知道,具有棱锥或其它刃尖的&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;凸形表面的物体,就比具有球形表面的物体对金属的磨损严重。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;微粒的硬度和形状主要取决于它的成分。在煤和煤灰中,SiO2的含量对磨损起着十分&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;重要的作用。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;据资料介绍,我国大部分煤种灰分中的SiO:含量均在40%以上,且多数是在50~60%之&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;间。从调查的燃媒电厂来看,目前燃煤的灰分多在25%以上,由此推算我国电厂目前燃煤&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;的SiO2含量大多在12~15%以上,这就是目前排粉风机磨损快的重要原因之一。值得注意&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;的是,随着我国动力事业的发展,今后燃用的煤质下降,媒中灰分将进一步增高,如第&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;台935吨/时锅炉设计煤种的灰分为A&l;sup&g;C&l;/sup&g;=37.5%,发热量为Q&l;sup&g;P&l;/sup&g;&l;sub&g;H&l;/sub&g;=3898大卡/公斤。因此,&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;防磨措施的研究今后更应当得到重视和加强。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(七)微粒粒度&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;磨耗量与微粒的尺寸大小成正比,但当粒度在50~100微米以上时,磨耗量不再增加而趋于一定值。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;在排粉风机和引风机中,微粒的尺寸均小于上述定值,故其磨耗量与嬿粉或媒灰的大&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;小成正比。在锅炉超出力运行时,如果煤粉细度变粗,飞灰可燃物增加,则将使排粉风机&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;和引风机的磨损加剧。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;灰粒对风机运行寿命的影响,曾在两台锅炉上进行了测定,其结果是:灰粒大约40%&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;大于45微米者,运行寿命为2500小时;灰粒大约6~8%大于45徽米者,运行寿命为3200&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;小时。可见大颗粒对风机的运行寿命起着重要影响。&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;另外,机翼型风机由于其风压系数H较低,叶轮直径较大,圆周速度较高,其磨损程&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;度较低效风机为大。同时由于机翼型空心叶片,磨穿后灰粒即进入叶片空腔内和粘在非T&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;作面上的飞灰,在运行中不均匀地落下,这些都将引起叶轮平衡的破坏,发生振动。高效&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;机翼型风机转速高(n=980或1450转/分)、叶片数目少,在同样不平衡条件下,更容易发&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;生振动。风机振动严重时将被迫停炉,甚至风机轴承座及主轴遭到破坏。总之,磨损与流&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;体的性质、流动工况(流速、素流或层流、压力、温度等)有关,也与风机的形式、尺寸&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;材质、转速等有关。&l;/span&g;&l;/p&g;

&l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;一)改进除尘器&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;1.水膜式除尘器调整与改进&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;水膜式除尘器必须建立稳定的水膜,才能保证正常运行。为此可采取以下的措施:&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(1)每次检修时,对喷咀进行调整,保证水流畅通,射水角度合适,使射水和壁面&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;相切而不飞溅。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(2)保持稳定的水压。水压太大或太小对形成正常水膜都有影响。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(3)各相邻喷咀都不缺水,使水膜完整。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(4)保持水源清洁,防止喷&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;fon-size:16px;ex-align:jusify;&quo;&g;咀&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;堵塞。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(5)瓷砖若有掉落或不平整,检修时及时更换。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(6)环形喷水装防水罩。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(7)消除漏风。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;很多单位采用上述措施后,水膜除尘器运行都比较正常。但要提高水膜式除尘器的效&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;率还必须对水膜式除尘器作进一步改进。例如某电厂改进了水膜式除尘器顶部结构,&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;加装&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;了屋檐、裙边,采用防腐喷咀等一系列措施,结果使用效果很好;有的电厂改进了&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;除尘器&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;水封装置,原为重锤式水封装置,除尘器放灰时,经常由于底部漏风而破坏除尘&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;效率,现&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;改为“落地式&dquo;水對装置,放灰时保持水封,使除尘器底部不漏风,保证了除尘&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;器的效率，&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;有的电厂将原有水膜式除尘器加高1.2米,并减轻了除尘器的负荷,使除尘&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;器效率相应提&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;高等等。总之,通过维护与改进,可使水膜式除尘器的效率进一步提高。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;2.干式多管除尘器&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;加强对干式多管除尘器的维修工作是提高除尘效果的主要方法之一。因为烟气中的飞&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;灰,会磨损除尘器的各部件(如导向板、消旋片、旋风筒、顶板等),引起各部件变形及&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;烟&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;气串流现象,从而大大降低了除尘效果,使引风机磨损严重。如果检修时发现除尘器&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;部件&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;有磨损或串流现象,应及时更换修复。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;为了使干式多管除尘器在使用中达到预期效果,还得注意以下几点:&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(1)多管式除尘器底部加装水封冲灰装置&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;针对多管式或百叶窗式除尘器在放灰时,由于&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;底部风、锁气器不严等,造成除尘器&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;效率下降的现象,将锁气器重锤装置改为水封冲灰&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;装置,消除了漏风,从而保证了除尘器&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;可靠运行。如某电厂多管式除尘器,原底部套用&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;水膜式除尘器的底部水封装置(见图5-18&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;),运行中经常出现堵塞现象。后改用下灰管&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;及水封冲灰装貴(见图5-18b),运行效果良&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;好。又如某电厂将九台煤锅炉的除尘器底部&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;重锤放灰装量全部改为水封冲灰装量,几年&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;来运行一直很好。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E5%BE%AE%E4%BF%A1%E5%9B%BE%E7%89%87_20200926170448.png&quo;syle=&quo;widh:868px;heigh:478px;&quo;/&g;&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(2)锅炉排烟温度不能过低,否则容易造成空气预热器、除尘器堵灰,而影响锅炉&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;出力及除尘效果。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(3)多管式除尘器的旋风子、排烟管、导向器、消旋装置等制造要精确,各组尽可&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;能大&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;小一致,相互配合间隙越小越好,内壁要求光滑,以提高除尘效果。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(4)多管式除尘器的旋风子采用陶瓷材料&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;某电厂采用陶瓷的锥体代替铸铁旋风子下部锥体,运行实践证明,防磨比较有效。若&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;将&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;旋风子的进出口部分均改为陶瓷材料,可进一步延长除尘器的使用寿命。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;3.采用新式高效除尘器,如漫式文丘里、大旋风子(900-C型),布袋式及电气除尘&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;器等&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;可得到更好的效果,这些除尘器运行效率可达90~95%以上。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;二)采用石或钟铁衬板防止上机尧损&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;目前国内外采用诗石作为防磨衬板,已取得显著的效果。链石硬度和时磨性能好、通&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;常比金属高几倍以至几十倍。采用铸石代替钢材,可减少因磨损而造成的金属损耗。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;如某&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;电厂原引风机机壳运行不到半年就被磨穿,焊补工作量大,不仅威胁锅炉安全运&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;行,而且&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;影响环境卫生;采用了铸铁村板后,运行两年多来,尚未发现机壳磨损。若采用&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-family:宋体;fon-size:16px;ex-align:jusify;&quo;&g;铸&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;石衬板,使用寿命会更长。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;三)叶片渗碳&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;渗碳的目的是为了使金属表面形成硬而耐磨的碳化铁层,同时保持钢材内部柔韧性。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;由于钢材在组织状态呈奥氏体时吸收碳的能力最强,因此在渗碳过程中,必须把叶片加&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;热&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;到能使内部组织转变为奥氏体所要的温度。但渗碳温度过高易引起晶粒变大和表面&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;层含&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;碳过高而出现跪性,致使叶片容易产生裂纹,因此一般控制加热温度在900℃左&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;右。渗碳&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;层越深,防磨效果越好,但脆性也越大,叶片易断裂。因此,具体渗碳多厚及部&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;位,要看&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;叶片的厚度和磨损情况及渗碳工艺来决定。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;如某厂广对引风机叶片进行滲碳处理后,叶片表面硬度可达到洛氏硬度50以上,磨损速&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;度由过去每月1毫米减少到0.1毫米,使用寿命延长10倍。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(四)障低风机转速&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;在改进或新设计引风机时合理选择转速,是提高风机耐磨性的一个有效措施。如某厂&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;引风机(原为瑞典MMBR型风机),转速为80转/分,平均运行70天就需焊补或挖补叶片;&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;后来改为5-29型风机,将转速降至730转/分(直径由1800毫米增至2230毫米)后,运行了&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;五个多月才焊补叶片,基本上符合磨损与转速的平方成正比的规律。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;大家知道,风机的转速是由锅炉所需的风量、风压和风机本身特性所决定的,要降低&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;风机转速就要选用低比转数的风机。近年来低比转数风机出现不少&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(五)风机防磨方面的其它措施&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(1)在风机易磨损的叶片部位,喷镄硬质合金(如三氧化二铝、铁铬硼硅、碳化钨等);&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(2)一般叶片表面磨损都在工作面,因此可在叶片工作面上雄焊硬质合金(如T-590&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;合金钢,高碳铬锰钢等硬质合金);&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(3)空心叶片内部充填塑性材料;在直板型叶片工作面上嵌锒或粘结刚玉；&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(4)将机翼型叶片的头、尾部制成实心对轮毂及后盘局部易磨区加保护板;采用&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;16锰钢作叶片材料;增加叶片厚度;&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(5)选择合理的叶型以减少积灰和振动,如采用双凸弧面叶型的4-73型风机作引风&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;机,则比其它机翼型风机为好;&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(6)采用5-48及6-30等后弯直板型叶片来代替机翼型;&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(7)焊突起横条小铁块(或圆钢).&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;为了增强排粉风机和引风机叶片的防磨性能,可在叶片工作面上沿轴向加装突起横条&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;,因而在工作面上形成一空气垫,不少广使用后寿命延长1~2倍。在叶片&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;工作面上加装错列的突起小块,也能起到防磨的作用。为了减少制造工作量,&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;突起的横条或突起的错列小块有些厂改用φ10毫米的圆钢.&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(8)采用前弯式叶轮,可以在相同的参数下,降低其转速;&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(9)加强燃烧调整,改善煤粉细度,降低飞灰可燃物,减轻引风机磨损；&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(10)采用双引风机。这种风机可以降低固体微粒由于分离作用而产生浓聚程度。&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;关于风机的耐磨问题,很多厂做了大量工作,积累了许多经验。例如,有的在烟气净&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;化&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;方面提高了现有除尘器的效率,有的在叶片的易磨损部位堆焊或喷镀一层硬质合金磨&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;材料;有的对除尘器加强日常维护管理;有的保证除尘器捡修质量,使除尘效率有所提&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;高,&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;相应地减轻了风机磨损;有的加强燃烧调整,改善煤粉细度,降低飞灰可燃物:有的&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;在改&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;造风机或选型上做了大量工作;有的在改进新型高效率除尘器下功夫等等,从而減&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;jusify&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;少了引风机&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;的磨损,大大延长了引风机的使用寿命。&l;/span&g;&l;/span&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;1）如果计的风机为双吸,而选择的风机无因次特性曲线却为单吸,计算风机的比转数ns、和利用公式计算叶轮外径D2时,式中的流量Q,应以风机总风量的1/2代入；而风机所需的轴功率则为计算轴功率的2倍。如果设计的风机为双吸,所选的风机无因次特性曲线也为双吸时,则Q直接以总风量代入计算即可。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;2）选用新风机的设计工况,必须对应效率曲线的最高点或稍偏右,但不应低于最高效率的90%。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;3）风机的设计风量、风压选择不当,则会影响风机的运行数率。如果裕量过大,实际运行偏离设计值较远,将导致高效风机低效运行。如果风量、风压不足,则影响锅炉的出力。除对锅炉在最大负荷下进行测定外,还需对锅炉的风、烟量及阻力进行理论计算。测定值与计算值之间的误差应不超过5%。风机设计的风量、风压宜以测定值为基础。同时考虑燃烧调整的需要,以及风机制造、安装的允许误差。因此,风机设计一般保持5~10%的风量裕量,10~15%的风压裕量。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;4）所选用的新风机应考虑充分利用原有设备、适合现场制作安装及安全运行等问题。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;5）风机设计参数确定后,按其比转数ns选揮效率较高、调节性能较好的风机形式。同时对本厂设备的统一和制造、维修方便也须适当考虑。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;6）正确应用风机空气动力学图。在确定风机形式时,除应仔细计算外,还需核对其空气动力学图和无因次特性曲线。如果按全压系数和流量系数两公式分别算出的风机叶轮直径D2相差较大,则可能是计算或査曲线有错误,或特性曲线本身存在错误,应査明原因再继续设计。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(7)当选出的风机有多种型号时,可选择效率最高、制作工艺简单、且D2又小的一种风机型号。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(8)当采用新型离心高效风机的圆周速度u&l;sub&g;2&l;/sub&g;大于100米/秒时,必须进行强度核算。若前、后盘强度不足时,可采用加筋补强等方法来增加叶轮强度。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(9)如果选定的新型风机的叶轮直径较原有风机的叶轮直径偏大很多时,为了利用原有电动机、轴、轴承及支座等,必须对电动机启动时间、风机原有部件的强度及轴的临界转速等进行核算。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(10)如果按初定转速选不上时,可提高或降低转速来选。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(11)如果选不上较满意的标准型(定型)风机型号时,则可按修正叶轮、机壳宽度的办法来解决。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(12)选型计算中,计入进气箱及导向器阻力,以保证设计要求;而国内所选辑的空气动力学图,大部分为“自由进气&dquo;状态。即在进口仅有集流器、而无进气箱及导向器条件下测得的无因次特性曲线。而实际情况一般均装有进气箱及导向器。&l;/span&g;&l;/span&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;一、风机的设计方法&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;风机的设计有两种方法。一种方法是用基本理论换算出设计工况点的近似值,再用模&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;型试验加以验证。这种方法适合于制造及科研单位设计新型风机时采用。若电厂有条件&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;或在其它单位协助下亦可采用。另一种方法是根据模型试验已得出的空气动力学图和无因&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;次特性曲线,应用相似理论进行选型设计。这种方法在电厂已广泛采用。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;由第二章第大节所述相似理论可知,几何相似的同一形式的风机,尽管风机的尺寸大&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;小不同,但它们的空气动力学图和无因次特性曲线却是相同的。因此,应用相似理论来设&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;计风机,只要从已有的风机资料(各类型风机的空气动力学图和它们的无因次特性曲线)&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;中,选出满足设计要求、性能良好、制造简便的风机即可。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;二、合理选择风机的工作点&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;风机的工作点是指系统阻力特性曲线(Q-∑h曲线)和风机本身的性能曲线(Q-H曲线)的交点,如图3-1中1点和2点。在实际运行中,工作点一般在最高效率值&ea;max的0.9(即&ea;≥0.9max)以上范围内;而设计工作点则应接近于最高效率点。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;因此,风机的设计流量Q必须由对锅炉实际所带负荷情况的分析,确定其常带负荷及经常可能变动范围,同时根据实际过剩空气系数、煤种等进行计算求得。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;风压应由实测烟、风道的阻力求得。如果同时要进行烟、风道的改进,没有条件测定改进后的具体数值,则应对改进前的实测数字和改进计算进行具体的分析,使其尽可能地符合实际情况。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;如果工作点选择不当,则高效风机不高效,增加损失,浪费厂用电。现分析如下&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;1.对于烟道中用挡板调节的引风机&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(1)设风量选择正确,风压选择过大,A点的风量、阻力为系统实际风量、阻力，B点为挡板全开时的工作点(见图32)。显然在B点工作时,风机产生的风量,风压过大，必须关小系统挡板,増加节流,改变系统特性,使工作点由B点移到A&quo;点。由图可知A&quo;能量损失掉了,但风机工作点仍可保持在设计效率值。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/xingnengdian(1).png&quo;syle=&quo;widh:945px;heigh:365px;&quo;/&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(2)设风量、风压都选择过大,A&quo;&squo;为系统实际要求的工作点(见图3-2)。则系统挡板还要进一步关小,使工作点移到A&quo;,此时不但A&quo;A&quo;&squo;能量浪费掉了,风机效率也下降了。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;2.对于用导向器调节的送风机&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;导向器调节是利用导向器改变风机本身的特性达到调节的目的。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E8%B0%83%E8%8A%82%E9%97%A8%E5%BC%80%E5%BA%A6%E6%95%88%E7%8E%87%E5%B1%95%E7%A4%BA(1).png&quo;syle=&quo;widh:993px;heigh:582px;&quo;/&g;&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(1)设风量选择合适、风压过大。从图3-3可知,当导向器全开(100%)时,风机工作点在A点,风量、风压都过大,此时必须关小导向器开度到50%,工作点移到B点,才能符合实际风量、风压的要求。在设计流量Q时,导向器全开,风机效率为90%:当导向器开50%时,则风机效率只有67.5%。可见,若工作点选择不当,风机实际效率会大大降低。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(2)设风量选择合适、风压过低。从图3-4可知,当设计流量Q时,导向器全开,风机产生的全压H不足于克服系统阻力∑h。要满足风压要求,只能使实际流景下降到Q',风机只能在A点工作,锅炉出力被迫降低,风机的效率也降低。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;3由于制造工艺过程的问题引起风机特性的变化&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;在选择&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;fon-size:16px;&quo;&g;风&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;机时,是根据所选风机的型号,由风机空气动力学图,用无因次特性计算在最佳效率下风机应有的外径D&l;sub&g;2&l;/sub&g;和其它尺寸。但常发生由于制造工艺问题而使风机结构不符合设计要求,实际风机的特性曲线与模型风机的特性曲线发生差异,使风机处于低效率下工作。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;4,风机选型不当&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;近几年来,风机效率为80~90%以上的高效风机已很多,这些风机除了空气动力效率都较高的相同特点外,还有性能、结构等方面的差异。在选型时,如果不具体分析各种形式风机性能特点及对本锅炉平时所带负荷的适应范围,只单纯求设计效率高的型号,往往会造成出力经常变动的锅炉选择了调节性差(高效区较窄)的风机,使风机经常处于高效率区外运行。&l;/span&g;&l;/span&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;一、选型前要搜的原始资料&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(1)风、烟量的确定,最好在锅炉额定负荷时进行实际测定。新设计锅炉的送、引风机,可用理论计算方法求得,其过剩空气系数必须实测确定或参考其它资料。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(2)送、引风机的风压必须通过实测,然后求其全压。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(3)风、烟温度应选用平时运行中的最高温度,在选用前必须经过实际测量或查过去的运行记录。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(4)实测原有送、引风机的叶轮外径(可测备品)或进一步核对图纸。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(5)査对原有电动机的转速和容量(如果仍利用原有电动机时)。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(6)在实测原有风机的风量、风压时,应测定一下原有风机的运行效率,以便作经济比较。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;(7)根据原有风机历年来的运行情况和存在问题,对以上原始数值(包括锅炉出力)进行分析和多方面的考核,最后确定风机的没计参数,以避免采用新型风机时所选用的风量、风压不能满足锅炉实际运行的需要。但也要防止过大的富裕量,致使风机长期处在不经济的低效率区运行。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;二、设计参数的选择与计算&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;在风机选型设计时,首先需要确定所需的流量Q、全压H及转速n和介质温度。设计风量、风压的确定可以采用理论计算方法,也可以采用实测的方法,对于现有风机的改造,通常采用实测的方法。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;下面分别介绍风量、风压的实测方法和计算方法。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%821.png&quo;syle=&quo;widh:1106px;heigh:566px;&quo;/&g;&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;song&g;K——系数，（一般取1.7-2.0）。该系数可通过试验取得。&l;/song&g;&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;song&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%822.png&quo;syle=&quo;widh:1105px;heigh:912px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%823.png&quo;syle=&quo;widh:1038px;heigh:555px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%824.png&quo;syle=&quo;widh:1067px;heigh:871px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%825.png&quo;syle=&quo;widh:1036px;heigh:627px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%826.png&quo;syle=&quo;widh:1070px;heigh:627px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%827.png&quo;syle=&quo;widh:1091px;heigh:899px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E4%BA%8C%E8%8A%828.png&quo;syle=&quo;widh:1070px;heigh:435px;&quo;/&g;&l;/song&g;&l;/span&g;&l;/span&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;风机选型设计时,首先根据需要的风压、风量和电动机转速计算比转数ns,由n进行风机选型。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;如果选不到合适的风机,可选用m,相差不大的风机进行变型设计,即根据实际需要的全压H求出风机叶轮直径,再根据实际需要的流量Q进行叶轮宽度及机壳的修正。为了不至严重影响空气动力学特性,叶轮宽度变化率应控制在10~15%以内。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;一、变型设计方法&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;计算比转数n&l;sub&g;s&l;/sub&g;：&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E5%9B%9B%E8%8A%821.png&quo;syle=&quo;widh:1050px;heigh:862px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E5%9B%9B%E8%8A%822.png&quo;syle=&quo;widh:1027px;heigh:254px;&quo;/&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E5%9B%9B%E8%8A%823.png&quo;syle=&quo;widh:1046px;heigh:761px;&quo;/&g;&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;二、叶轮变型后的流量系数&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;变型设计后的流量系数&l;u&g;Q&l;/u&g;&l;sub&g;（&l;/sub&g;&l;sub&g;Q）&l;/sub&g;,可根据变型后的叶轮宽度来计算：&l;/span&g;&l;/span&g;&l;/p&g; &l;palign=&quo;cene&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E7%AC%AC%E5%9B%9B%E8%8A%824.png&quo;syle=&quo;widh:287px;heigh:78px;&quo;/&g; &l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;式中&l;u&g;Q&l;/u&g;&l;sub&g;（&l;/sub&g;&l;sub&g;Q）&l;/sub&g;ー叶轮直径为D2&l;sub&g;（&l;/sub&g;&l;sub&g;Q&l;/sub&g;&l;sub&g;）&l;/sub&g;,叶轮宽度为变型后的宽度b2&l;sub&g;（&l;/sub&g;&l;sub&g;Q&l;/sub&g;&l;sub&g;）&l;/sub&g;时的流量系数:&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;u&g;Q&l;/u&g;&l;sub&g;（&l;/sub&g;&l;sub&g;H）&l;/sub&g;一叶轮直径为D2&l;sub&g;（&l;/sub&g;&l;sub&g;H）&l;/sub&g;,叶轮宽度为变型后的宽度b2&l;sub&g;（&l;/sub&g;&l;sub&g;H）&l;/sub&g;时的流量系数。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;三、改变叶片出口角&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;这种变型设计,一般按流量系数算出叶轮直径,以此直径核算风压。如果风压不能满足实际要求,则改变其叶片出口角。叶片出口角的大小,则根据比转数与压力系数和流速系数的关系曲线查出。出口角的变化范围有限,一般为30°~50°(150°~130°)。超出这一范围,会使风机效率降低。&l;/span&g;&l;/span&g;&l;/p&g; &l;p&g; &l;/p&g; &l;p&g; &l;/p&g;

&l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;  长期以来的经验指出,喘现象仅仅发生在风机的风压性能曲线中从降顶到坡度△H/&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;fon-size:16px;&quo;&g;△&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;Q&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;为正値的区段。而通过对叶轮的空气动力工况的分析表明,风压的降低是由于旋转脱流造&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;成的,脱流现象出观在整个不定工况区,而风压性能曲线中坡度△H/&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;fon-size:16px;&quo;&g;△&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;Q为正值的区段就在&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;这个不稳定工况区内。因此旋转脱流与喘振是密切相关的,可以说前者的存在是后者得以&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;发生的原因。&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/l4-72-6c.jpg&quo;syle=&quo;widh:1024px;heigh:768px;&quo;/&g;&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;但从其本质来看,旋转脱流与喘振是两种不同的概念,它们之间存在着重要的区别：&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(1)旋转脱流是叶片结枃特性造成的一种空气动力现象,它的一些基本特性,例如&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;脱流区的旋转速度、脱流的起始点、消失点等,都有它自己的规律,不受风道系统的容积&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;和形状的影响。&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;喘振是风机与风道系统耦合后振荡特性的一种表现形式,它的振幅、频率等基本特性&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;受风道容积的支配。&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(2)旋转脱流是轴流式和离心式空气压缩机械的一个基本属性,每个叶轮都有其发&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;生旋转脱流的不稳定工况区。但是,它是一种隐性的现象,只有用高灵敏度的测试仪器オ&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;能探测到。&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;喘振是显性的现象。当发生喘振时,风量、风压和功率的脉动,以及伴随而来的音响&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;一般是很明显的,有时甚至非常剧烈。但喘振的发生要有一定的条件,同一台风机装于不&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;同的系统中,有的发生喘振,有的就不发生喘振。&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;（3)旋转脱流出现时,尽管叶轮附近的工况有波动,但整台风机的风量、风压基本&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;上是稳定的,还可以维持运行。&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;在喘振发生时,由于风量、风压的大幅度波动,风机已无法维持正常运行。&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;(4)在出现旋转脱流时,风机的性能曲线还可以测得。而在喘振情况下、由于工况&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;的大幅度波动,正常的测量工作已无法进行。&l;/span&g;&l;/span&g;&l;/div&g;

&l;div&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;  高压风机一般是指全压值H20&g;300毫米水柱的风机(进风口工质为标准状况下的空气,&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;即&l;/span&g;&l;sub&g;20&l;/sub&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;=1.2公斤/米3)。多&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;数锅炉的送风机和制粉系统的排粉风机是属于此类风机。高压风机的无因次参数需要进行修正,即风机全压H需修&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;正为“折算全压&dquo;H*,而标准状况下的&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;风机全压H&l;/span&g;&l;sub&g;20&l;/sub&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;也需修正为标准状况下的“折算全压&dquo;H*&l;/span&g;&l;sub&g;20&l;/sub&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;:&l;/span&g;&l;/p&g; &l;div&g;&l;spansyle=&quo;fon-size:13px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E5%8E%8B%E5%8A%9B%E4%BF%AE%E6%AD%A3.png&quo;syle=&quo;widh:768px;heigh:783px;&quo;/&g;&l;/span&g;&l;/div&g; &l;div&g; &l;div&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;  &l;/span&g;&l;/span&g;&l;/div&g; &l;div&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;  因此,进行高压风机的选型计算时,首先按给定的H及H1求得μ,从而确定&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;H*&l;/span&g;&l;sub&g;20&l;/sub&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;。值用以计算ns,其它步骤则与常&l;/span&g;&l;/span&g;&l;/div&g; &l;div&g; &l;/div&g; &l;div&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;规方&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;法&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;相&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;同。&l;/span&g;&l;/span&g;&l;spansyle=&quo;fon-family:宋体;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;所有风机的空气动力学图和无因次特性曲线均适用于高压风机。&l;/span&g;&l;/span&g;&l;/div&g; &l;/div&g; &l;/div&g;

&l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机是大型的旋转机械，振动是风机设备运行是否正常的一个主要指标。振动如果超过相关标准的要求，就说明风机工作是不正常的，需要查找原因并消除安全隐患。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;大型的风机设备一般都配置有轴承测振装置，在中控室中可以实时监测风机的振动情况。振动大也是风机常见的运行问题，下面就介绍典型的故障以及判断方法。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;动平衡问题&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于转子不平衡而引起的振动主要有以下特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动频率主要在一倍频，一倍频的振动占通频的一半以上。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动稳定，相位稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动对负荷不敏感&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动随转速的增加而增大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;径向振动大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于转子动平衡造成的振动大的典型频谱见下图：&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:cene;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E8%BD%AC%E5%AD%90%E9%A2%91%E8%B0%B1.png&quo;syle=&quo;widh:579px;heigh:344px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;造成转子动不平衡的原因主要有：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:cicle;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;ex-inden:-21p;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;转子结垢&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;ex-inden:-21p;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;不均匀积灰&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;ex-inden:-21p;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;不均匀磨损、腐蚀等&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;ex-inden:-21p;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;叶轮零件松动或者脱落&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;ex-inden:-21p;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;叶片裂纹&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;转子不对中&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于转子不对中引起的振动特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;径向振动以二倍频为主，常伴有一倍频和三倍频&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;轴向振动也较大，以二倍频为主，伴有一倍频和三倍频&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动随负荷增大而增大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;轴承如果不对中，径向振动较大，而且振动不稳定。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于转子不对中造成的振动大的典型频谱见下图：&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:cene;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E4%B8%8D%E5%AF%B9%E4%B8%AD%E9%A2%91%E8%B0%B1.jpg&quo;syle=&quo;widh:592px;heigh:349px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;主轴弯曲&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于主轴弯曲而引起的振动主要有以下特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动频率主要在一倍频，常伴有二倍频&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动稳定，相位稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;径向振动大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于主轴弯曲造成的振动大的典型频谱如下图：&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:cene;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E4%B8%BB%E8%BD%B4%E5%BC%AF%E6%9B%B2.jpg&quo;syle=&quo;widh:592px;heigh:349px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;转动&l;/span&g;&l;/song&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;部件与静态&l;/span&g;&l;/song&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;件摩擦&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于转动部件与静态件摩擦引起的振动主要有以下特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动频率为高次谐波、低次谐波以及组合频率，常伴有一倍频&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动不稳定，相位不稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;径向振动大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动为自激振动，与转速无关。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;转动部件与静态件摩擦集流器与叶轮进口摩擦、叶轮与机壳摩擦、主轴与轴封摩擦、刹车片与刹车盘的摩擦等。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; 由于摩擦情况的不同，实际振动的表现也千差万别，应该根据上面的典型特征综合分析判断。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;基础刚度不够或者基础与底座连接松动&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于基础刚度不够或者基础与底座连接松动引起的振动的特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;出现3到10倍频&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;径向振动大，尤其是垂直方向振动大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;有时出现基础频率分数谐波，比如1/2、3/2等频率&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动不稳定，相位不稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;轴向振动正常。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于本原因造成的振动大的典型频谱见下图：&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:cene;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E5%AE%89%E8%A3%85%E5%9F%BA%E7%A1%80%E5%AE%8B%E5%B7%A5.jpg&quo;syle=&quo;widh:592px;heigh:349px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于松动造成的振动一个特征是振动的非线性，存在奇次谐波；另一个特征是在松动方向上的振动，大多数表现为垂直和轴向的振动。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机失速&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由于失速引起的振动主要有以下特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动频率为组合频率&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动大幅度增加且波动，相位不稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;径向振动大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机的噪音大大增加&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;有可能出现风量减小、电机电流减小等现象。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机的工作点如果位于下图所示的区域共作，风机就可能发生失速，因此风机的工作区域应避开下图的失速区域。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:cene;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E6%97%B6%E9%80%9F.jpg&quo;syle=&quo;widh:664px;heigh:521px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-weigh:700;lee-spacing:nomal;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机的设计问题&l;/span&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机在设计的时候，如果没有避开风机的自然频率，风机会发生共振，进而造成风机振动大。风机&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;共振是指风机所受激励的频率与风机的某阶固有频率相接近时，系统振幅显著增大的现象。&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;通常下共振是有害的，会引起机械结构很大的变形和动态应力，甚至造成破坏性事故。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;在实际运行过程中，由于风机共振造成的振动是最难发现的，隐患也是最大的。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,0,0);fon-family:等线;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;处理风机的振动问题是比较复杂的，只要掌握不同振动的原因和基本特征，加上平时的经验积累，就能够通过各种分析判断并找到风机产生振动故障的原因，并采取针对性的措施，进而提高风机的安全可靠性，为企业的正常生产贡献应有的力量。&l;/span&g;&l;/p&g;

&l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;   随着我国工业现代化的发展，大型旋转设备的应用越来越广泛，从钢铁、煤炭、电力、水泥，到地铁、飞机、火车、船舶等，都离不开旋转设备的身影，比如泵与风机、汽轮机、燃气轮机、涡轮机、飞机发动机等等，这些旋转设备的稳定运行对国民经济的发展越来越重要，一旦发生故障，都可能导致生产线停机，造成的损失是非常大的。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动的监测与诊断对提高旋转设备的稳定运行有很重要的作用，建立在现代故障诊断技术的监测与诊断系统，可以实时监测设备的运行状态，通过对数据的处理与分析，可以发现设备故障的额原因以及预测设备可能的故障，为预防事故、科学安排检修提供科学的依据。&l;/span&g;&l;/secion&g; &l;psyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:nomal;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:nomal;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box;wod-wap:beak-wod!impoan;ex-inden:-21p;oveflow-wap:beak-wod;fon-vaian-numeic:nomal;colo:gb(0,128,255);lee-spacing:0.48px;fon-family:等线;fon-size:20px;fon-weigh:700;&quo;&g;□1&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:14p;ex-inden:-21p;&quo;&g; &l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box;wod-wap:beak-wod!impoan;ex-inden:-21p;oveflow-wap:beak-wod;fon-vaian-numeic:nomal;colo:gb(0,128,255);lee-spacing:0.48px;fon-family:等线;fon-size:20px;fon-weigh:700;&quo;&g;振动的分类&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:nomal;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;按振动规律分类：&l;/span&g;&l;/p&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;按振动的规律，机械振动可以分为下面的几类。&l;/span&g;&l;/secion&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:cene;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E9%A3%8E%E9%87%8F1.jpg&quo;syle=&quo;widh:560px;heigh:335px;&quo;/&g;&l;/p&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;按振动频率分类：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;根据振动频率的高低，振动可以分为三类：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;低频振动：频率&l;10Hz&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;中频振动：10Hz&l;频率&l;1000Hz&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;高频振动：频率&g;1000Hz&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-inden:-21p;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-vaian-numeic:nomal;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;□2 &l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;ex-inden:-21p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-vaian-numeic:nomal;fon-weigh:700;lee-spacing:0.48px;&quo;&g;振动信号的物理量&l;/span&g;&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动的三个基本因素是振幅s、频率f和相位φ。通常&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;简&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;谐振动可以采用下面的函数来表示：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:cene;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-align:lef;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;s=ASin(2π/T+ φ) &l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:14px;line-heigh:21px;fon-family:等线;&quo;&g;            &l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;其中:&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;A：最大振幅（μm或者mm）,或者称为峰值&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;：时间（s）&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;T：周期（s）&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;φ：相位（ad）&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振幅s可以反映振动的强度。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:16px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;如果用振速v来表示：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:16px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;v=ω&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;ω为角速度，&l;/span&g;&l;spansyle=&quo;fon-family:&quo;TimesNewRoman&quo;;fon-size:16px;lee-spacing:0.544px;&quo;&g;ω=2π/T&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;通常以速度均方根值来表示振速，它最能反应振动的烈度，目前许多标准都是采用速度均方根值&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:14px;line-heigh:21px;fon-family:宋体;&quo;&g;V&l;subsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;ms&l;/sub&g;&l;/span&g;作为判别的参数,它与速度最大值&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:14px;line-heigh:21px;fon-family:宋体;&quo;&g;V&l;subsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;p&l;/sub&g;&l;/span&g;的关系：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:cene;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-align:lef;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:14px;line-heigh:21px;fon-family:宋体;&quo;&g;V&l;subsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;ms&l;/sub&g;&l;/span&g;=0.707&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:14px;line-heigh:21px;fon-family:宋体;&quo;&g;V&l;subsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;p&l;/sub&g;&l;/span&g;&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频率f表示物体每秒钟振动的次数，单位为Hz。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:cene;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;fon-family:&quo;TimesNewRoman&quo;;fon-size:16px;lee-spacing:0.544px;&quo;&g;f=ω/2π&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频率是振动诊断的一个重要参数，是判断设备故障类型的主要依据。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:12p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;相位角φ:表示振动的相对位置，不同振动源产生的振动都有各自的相位，相位相同的振动会引起共振，产生严重的后果；相位相反的振动会互相抵消，起到减振的效果。相位测量分析在故障诊断中也有相当重要的地位。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;3振动的测量&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动的测量一般是测量振动体的位移、速度、加速度的大小，以及振动频率、周期、相位、振型、频谱等。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;emsyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:14p;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振幅的测量：&l;/span&g;&l;/song&g;&l;/em&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-inden:0p;fon-size:12p;lee-spacing:0.544px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;机械工程中一般采用速度传&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-inden:0p;fon-size:12p;lee-spacing:0.544px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;感&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-inden:0p;fon-size:12p;lee-spacing:0.544px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;器或者加速度传感器来测量机械振动。通常，对于低频振动，主要测量的振幅是位移量；对于中频振动，主要测量的振幅是速度量；对于高频振动，主要测量的振幅是加速度。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;速度传感器和加速度传感器都是接触式传感器，直接安装在设备的测量点；涡流式传感器是非接触式传感器，它结构简单，线性度好，抗干扰能力强，广泛应用&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;&quo;&g;于&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;不接触式振动位移测量。&l;/span&g;&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;速度传感器适用于测量轴承座、壳体以及基础的一般频带内的振动速度和振动位移。加速度传感器适用于测量轴承座、壳体等的绝对运动。电涡流位移传感器适合于测量转子相对于轴承的相对位移，包括轴心平均位置及振动位移；它还可以测出转轴轴心静态位置的偏离，这个用于判断轴心是否偏移很有好处。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;emsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频率的测量：&l;/span&g;&l;/song&g;&l;/em&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频率的测量一般采用频谱分析仪直接测量。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;总之，传感器的选用以及测试对象和测试部位的选择应当符合该部位的振动最能反映出测试对象的特点。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;旋转设备的测试内容根据不同的目的，大概有以下几方面：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;1)运&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;行中旋转设备的振动监测与保护。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;2)流体压力、流量、温度的监测与保护。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;3)轴承温度的监测与保护。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;4)转子动平衡。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;4振动信号的处理与分析&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;机械振动测量的信号中包含对诊断有用的信息，但是也有一些没用的信息，为了提取有用的信息，就必须对信号进行处理。信号处理是设备诊断中不可缺少的重要手段。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动信号的分析方法，可按信号处理方式的不同分为幅域分析、时域分析、频域分析。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;幅域分析是比较原始的一种分析方法，它只在波形的幅值上进行，比如计算波形的最大值、最小值、平均值、有效值等。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;时域分析是研究信号在时间域内的变化或者分布。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频域分析是确定信号的频域结构，即信号中包含哪些频率成分，分析的结果是以频率为自变量的各种物理量的谱线或者曲线。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;不同的分析方法是从不同的角度观察、分析信号，使信号处理的结果更加丰富。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:16px;&quo;&g;&l;emsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-weigh:bold;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动信号的时域分析：&l;/span&g;&l;/em&g;&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动信号的时域分析主要是指波形分析、轴心轨迹、相关分析和时序分析，他们可以在时域中提取信号的特征。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;波形分析：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;传感器输出的信号一般都是时间波形，对于具有明显特征的波形，可以用来判断设备的故障。例如，等距离的尖脉冲是冲击的特征，削波表示有摩擦，正弦波主要是不平衡。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;一般来说，正弦波一般表示不平衡故障；如下图：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E6%AD%A3%E9%80%89%E6%B3%A2.jpg&quo;syle=&quo;widh:840px;heigh:185px;&quo;/&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;单纯不对&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;中&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;的振动波形比较稳定、光滑、重复性好；如下图：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E5%8F%8D%E6%97%8B%E6%B3%A2.jpg&quo;syle=&quo;widh:292px;heigh:93px;&quo;/&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;转子组件松动或者摩擦产生的波形比较毛糙、不平滑、不稳定，还可能出现削波现象；&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;自激动振动，如油膜涡动、油膜振荡等，其波形比较杂乱，重复性差，波动大。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;轴心轨迹：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;轴心运动轨迹是利用安装在同一截面内相互垂直的两支电涡流传感器对主轴振动测量后得到的，可以用来指示轴承的磨损、轴不对中、轴不平衡、轴承润滑失稳以及轴摩擦等。轴心轨迹非常直观地显示了转子在轴承中的旋转和振动情况，是设备故障振动中的重要特征信息。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;正常情况下，轴心轨迹是稳定的，旋转过程中，轴轨迹基本上相互重合。如果轴心轨迹紊乱，形状、大小不断变化，则表示转子运转不稳定，如果不及时检查控制，很容易导致转子失稳，酿成大事故。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;ex-decoaion-line:undeline;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;启停机过程：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;通常将设备启停机过程的振动信号称为瞬态信号，是转子系统对转速变化的响应，是转子动态特性和故障征兆的反映。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;用于启停过程的分析方法很多，除了轴心轨迹、轴心位置和相位分析以外，主要通过奈魁斯特图、波德图和瀑布图来分析启停过程的特性。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;奈魁斯特图是将在启停过程中每个转速下的基频振幅和相位用极坐标表示的一条曲线。利用奈魁斯特图，可以分析振动振幅峰值和相位偏移，能够发现转子的共振频率和临界转速，还可以看出整个转子系统对于不平衡的响应。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;波德图是将各个转速下的振幅和相位分别绘制在以转速为横坐标的坐标系上，作用与奈魁斯特图一样。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;瀑布图是将各个转速下的振动信号的幅值谱叠加而成的，纵坐标是转速，横坐标是频率。瀑布图反映了全部频率分量的振幅变化情况，但显示不了振动的相位信息。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;emsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-weigh:bold;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动信号的频域分析：&l;/span&g;&l;/em&g;&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;对于机械振动的诊断而言，时域分析只能粗略地回答设备是否有故障，但不能提供故障发生部位等信息，而频域分析能通过了解测试对象地动态特性，对设备地状态做出准确评价，进而对设备故障进行定位。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;设备故障发生时，往往会引起信号频率结构的变化，根据这些频率成分的组成和大小，就可以对故障做出识别和评价。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频域分析是以傅里叶积分为基础，将复杂信号分解为有限或者无限个频率的简谐分量。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动分析的任务就是从频谱图上把每个频谱分量与监测设备的部件对照联系，给每条频率赋予物理的解释，主要包括：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem-fon,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;振动频谱包含的频谱分量&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;每条频谱分量的幅值&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;这些频谱分量之间的关系&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;如果有高幅值的频谱分量，它的来源以及对应设备的零部件&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;如果能测相位，检查相位是否稳定&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;频谱分析可以按下面的思路进行：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;1）按高中低频率，初步了解故障发生的部位&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;2）按工频、谐波进行分析，振动信号大多数为工频的整数倍，找出他们之间的联系。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;3）按特征频谱分析。如不平衡必定产生工频，气流在叶片间流动必定有通过频率，零部件冲击有固有振动频率等。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;4）对主振幅值成分进行分析。频谱分析时，首先要关注幅值较高的频谱，如工频过高，往往是不平衡导致；二倍频过高，可能与设备不对&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;中&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;有关；0.5倍频高，预示涡动失稳；特低频是由于喘振引起的；谐波丰富可能是松动造成。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;5）通过频谱对比分析发现异常。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-size:12p;lee-spacing:0.544px;ex-inden:0p;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;总之，振动信号从幅域、时域和频域反映了机器的运行状态和故障的信息，通过振动分析可以识别和监测设备的运行状态，并控制或者减少振动，为设备的正常运行提供了科学的指导依据。&l;/span&g;&l;/secion&g;

&l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;从动力学的角度，转子系统一般分为刚性转子和柔性转子。转子转速低于一阶横向临界转速的转子称为刚性转子，转子转速高于一阶横向临界转速的转子称为柔性转子。比如，风机的转子一般为刚性转子，燃气轮机的转子一般为柔性转子。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;不论刚性转子还是柔性转子，在运行的时候都会出现各种各样的故障，轻者振动增大，严重的会导致转子损坏，甚至发生飞车等重大事故，因此转子的故障监测与诊断对保障旋转设备的正常运行至关重要，那么根据振动监测的信号如何来诊断转子的运行状态呢?转子的不同故障其振动的特征是不一样的，因此根据振动信号的特征可以用来诊断转子的故障。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;转子的典型故障有以下几类：&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□1&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;.转子不平衡&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;转子不平衡是最常发生的故障，转子由于材料的质量分布、加工误差、装配因素、运行中的腐蚀或者磨损、积灰、裂纹等因素的影响，会导致其质心与旋转中心不重合，从而导致转子的不平衡，偏心距越大，动不平衡就越大，从而导致转子的振动增大。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;不平衡故障的典型特征：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;一倍频比较突出。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;时域波形为正弦波。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;轴心轨迹为比较稳定的圆或者椭圆。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;振动随着转速的增大而增大。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;当转子的部件损坏时，振动会发生突然变化。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;相位稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;2主轴弯曲&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;设备停用一段时间后，会导致主轴弯曲。转子弯曲有永久性弯曲和临时性弯曲两种情况。永久性弯曲可能是由于设计制造缺陷、长期停放没有盘车等原因造成；临时性弯曲产生的原因可能为预负荷过大、升速过快等。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;主轴弯曲的故障特征：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:25.5px;fon-family:宋体;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;时域波形为近似的正弦波。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;ex-inden:0p;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;轴心轨迹为一个比较稳定的圆或者椭圆。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:25.5px;fon-family:宋体;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;频谱以一倍频为主，伴有&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:25.5px;fon-family:宋体;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;高次&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:25.5px;fon-family:宋体;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;谐波成分。&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;fon-size:17px;ex-inden:0p;&quo;&g;主轴弯曲与不平衡都以一倍频为主，但主轴弯曲在轴向的振动较大。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;3.不对中&l;/span&g;&l;/secion&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;lee-spacing:0.544px;ex-inden:0em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;不对中包括轴承不对中和轴系不对中，转子不对中会导致振动增大，引起不对中的原因：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:lef;line-heigh:1.5em;ex-inden:0em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;设备安装过程中对&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;中&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;跳动超差。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:lef;line-heigh:1.5em;ex-inden:0em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;高温设备的膨胀造成转轴中心线变化。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:lef;line-heigh:1.5em;ex-inden:0em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;轴承座热膨胀不均匀。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:lef;line-heigh:1.5em;ex-inden:0em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;机壳变形或者移位。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:lef;line-heigh:1.5em;ex-inden:0em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;基础沉降。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0p0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-align:lef;line-heigh:1.5em;ex-inden:0em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;转子发生弯曲。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;轴系不对中的典型特征：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;时域波形出现2倍频的谐波。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;轴心轨迹为香蕉形或者8字形。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;频谱特征：主要表现为2倍频&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;振动随负荷增大而增大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;角度不对中时，伴随着1倍频品的轴向振动。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0em;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;不对中的特征和转子裂纹的特征类似，都是2倍频突出，区别主要是振动的稳定性，不对中的振动比较稳定。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;4.转子横向裂纹&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;转子横向裂纹的振动响应与裂纹的位置、深度、受力情况有很大的关系，因此其表现形式也是不一样的，主要的特征：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;振动带有非线性性质，频谱出现一倍频、2倍频、3倍频……等高倍分量&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;随着裂纹的扩展，一倍频、2倍频、3倍频……等高倍分量的幅值逐渐增大。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;相位角发生不规则波动。&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;其&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:25.5px;fon-family:宋体;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;启&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;停机过程中，转子经过1/2、1/3……转速时，振动会有峰值&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;5.连接松动&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;松动的典型故障特征：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;出现2倍频、三倍频、四倍频……等高倍频谐波&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;轴心轨迹混乱，中心漂移&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;松动方向的振幅大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;有时出现基频的分数谐波&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;fon-size:17px;ex-inden:0p;&quo;&g;如果高次谐波的振幅值大于一倍频振幅的一半时，应考虑松动的故障。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;6.动静&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;件&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;的摩擦&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;动静&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;件之间的摩擦，最开始的时候症状不明显，当摩擦发展到一定程度之后，其特征为：&l;/span&g;&l;/secion&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;时域波形存在&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:25.5px;fon-family:宋体;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;“肖&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;顶&dquo;现象&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;除了1倍频外，还有高次谐波&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;严重摩擦的时候，还会出现1/2、1/3，1/N等分频出现&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;line-heigh:25.5px;fon-family:宋体;&quo;&g;轴心轨迹存在尖角&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;fon-size:17px;ex-inden:0p;&quo;&g;松动和摩擦都会出现高频谐波，主要从波形图上来区分，摩擦存在肖顶波形，而松动没有肖顶现象。&l;/span&g;&l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p0p;padding:0px;max-widh:100%;lee-spacing:0.544px;ex-inden:0p;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/secion&g; &l;secionsyle=&quo;magin:0p0px0p21p;padding:0px;max-widh:100%;lee-spacing:0.544px;fon-size:14p;fon-family:&quo;TimesNewRoman&quo;;ex-inden:-21p;line-heigh:1.5em;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-size:17px;line-heigh:25.5px;fon-family:宋体;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;□&l;/span&g;&l;/span&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;line-heigh:30px;colo:gb(0,128,255);fon-family:等线;fon-size:20px;fon-weigh:700;lee-spacing:0.48px;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;7.风机失速&l;/span&g;&l;/secion&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,0,0);fon-family:等线;&quo;&g;由于失速引起的振动主要有以下特征：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;widh:577.412px;lis-syle-ype:squae;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,0,0);&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:等线;&quo;&g;振动频率为组合频率&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,0,0);&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:等线;&quo;&g;振动大幅度增加且波动，相位不稳定&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,0,0);&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:等线;&quo;&g;径向振动大&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,0,0);&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:等线;&quo;&g;存在叶片通过频率&l;/span&g;&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;colo:gb(0,0,0);fon-family:等线;&quo;&g;旋转设备的振动问题是比较复杂的，有的时候很难找到问题的根本原因，掌握不同故障的基本特征，通过各种时域分析、频域分析以及轴心轨迹等探测手段，就能够通过各种分析判断并找到旋转设备产生振动故障的原因，并采取针对性的措施，进而提高旋转设备的安全可靠性。&l;/span&g;&l;/p&g;

&l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;风机是电老虎，是国民生产中主要的耗能设备。据估计，风机的用电量占全国发电量的10%，所以风机节能在国民经济生产中占有举足轻重的地位。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;在国家节能减排的大背景下，提高风机的实际运行效率对企业完成节能降耗的目标有至关重要的作用，企业对风机实现节能有很大的需求，那么如何才能提高风机的运行效率呢?&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;colo:gb(0,82,255);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-size:18px;ex-align:lef;ex-inden:2em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机参数的设计要合理&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;由前面的分析可知，风机的裕量太大，会导致风机的效率降低，因此风机参数的设计是否合理，直接影响风机的实际运行效率，是风机节能降耗的根本。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;现在的风机技术有很大的发展，风机的性能是比较准确的，在设计风机的参数时，没有必要留太大的裕量，裕量的设计要符合适度的原则。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;另外，国家不同行业的风机都有选型设计标准，标准中都对风机参数的裕量有规定，这些行业标准一般都是几十年前制定的标准，那个时候风机的技术发展比较落后，因此标准中规定的风机参数的裕量比较大，随着风机技术的发展，标准的更新严重滞后，受标准要求的风机参数裕量的约束，导致风机的设计裕量太大，“大马拉小车“的现象比较普遍，因此标准更新的滞后严重影响了风机的节能降耗工作。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;另外，在做风机系统设计计算的时候，可以采用先进的CFD模拟技术来模拟计算系统的阻力、风量等参数，这样的计算能得到比较准确的结果，比传统的按经验系数计算的风机参数更接近实际情况。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;对于改造的风机，可以先对系统的阻力、流量进行现场测试，然后根据实际情况选定新的风机，这样新风机的运行参数就会与实际需求比较接近，从而使风机运行的效率比较高。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;colo:gb(0,82,255);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-size:18px;ex-align:lef;ex-inden:2em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;选用高效节能的设备&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;国内的风机供货商很多，这些供货商绝大多数都是技术落后、制造水平不高的企业，这些供货商供货的风机实际运行效率比较低。以矿山的风机为例，以2K56、2K58、2K60为代表的矿井通风机，技术比较落后，相对于现在先进的三元流设计的高效风机，效率很低，但目前在市场上仍然存在，需要加快淘汰的步伐。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;当然，高效节能的风机产品比技术落后的产品价格要高，企业在采购设备的时候不能只看设备的初始投资，应综合初始投资、运营成本、维护维修的成本，综合考虑，这样才能真正落实技术先进的设备在现场的应用，达到节能降耗的目的。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;colo:gb(0,82,255);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-size:18px;ex-align:lef;ex-inden:2em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;选用合适的风机调节方式&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;风机是在系统中工作，实际的系统阻力难免与理论的系统阻力有偏差，因此实际运行中需要调节风机的工作点以适应系统实际的阻力需求。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;风机的调节方式一般有下面几种，入口挡板调节、入口导叶调节、动叶调节以及变速调节，入口挡板调节和入口导叶调节造成的阻力损失较大，因此风机的效率会降低，而动叶调节和变速调节通过调节叶片的角度以及转速来改变风机的性能，不会增加额外的阻力损失，因此风机效率较高，是高效节能的调节方式，应优先选用。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;colo:gb(0,82,255);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-size:18px;ex-align:lef;ex-inden:2em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;对通风系统优化设计&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;风机是在系统中工作的，撇开系统谈风机没有任何意义，风机的工作效率与系统有很大的关系，这点在前面已经分析过了，为了提高风机的实际运行效率，必须在设计阶段对系统优化设计，着重考虑以下几点：&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;管路系统设计要合理，避免急转弯或者通流面积的急剧变化。在管路弯头处根据情况设置导流叶片，以降低气流的损失。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;风机参数的裕量要适度，同前面分析的那样，不要留太大的裕量，避免“大马拉小车&dquo;现象。风机实际工作点越靠近设计点，风机的实际运行效率会越接近设计效率。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;风机出入口的管道尽量设计足够长的直管段，或者在管路中采用整流格栅，这样能减少出入口管路中气流的紊流，从而提高风机的效率。&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;colo:gb(0,82,255);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-size:18px;ex-align:lef;ex-inden:2em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;进行风机节能改造&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;对已经投运的风机，可以实际测试风机的效率，对于效率较低的风机，可以考虑按以下的方式进行改造，以达到节约能源的目的。&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;对于实际运行点偏离设计点较远的风机，比较有效的节能改造方式是增加变频驱动，改造比较简单，节能效果非常明显，但变频改造的时候要注意上面谈到的问题。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;对于技术落后的风机设备，可以考虑整机更换成高效的设备，改造的时候风机进出口风道基本可以利旧，基础稍微改动即可适用与新的设备。根据经验，高效节能产品淘汰技术落后的产品，投资回收期一般在三年左右。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;对实际运行工作点偏离设计点不大的风机，可以更换转子或者更换叶片，来提高风机的效率。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;对风机系统损失大的场合，可以考虑在风道、弯头增加导叶，减少气流损失，从而达到节能的目的。&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;ex-decoaion-line:undeline;colo:gb(0,82,255);box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;songsyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;fon-family:宋体;fon-size:18px;ex-align:lef;ex-inden:2em;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;提高设备运营的管理水平&l;/span&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;clea:boh;min-heigh:1em;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;好的设备需要好的管理，提高设备运营的管理水平，对发挥设备的优势、提高设备运营的效率也是很关键的，建议企业可以从以下几方面入手，争取做到精细计划、按需通风，避免不必要的能源浪费。&l;/span&g;&l;/p&g; &l;ulclass=&quo;lis-paddinglef-2&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:2.2em;max-widh:100%;fon-family:-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;精心安排生产，合理操控风机，力争实现按需通风。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;提高设备管理人员的业务水平。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;优化系统，避免不必要的系统阻力的增加。&l;/span&g;&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;max-widh:100%;box-sizing:bode-box!impoan;wod-wap:beak-wod!impoan;fon-family:宋体;colo:black;fon-size:18px;&quo;&g;设备维修保养要到位，避免“凑合着用“等管理观念。&l;/span&g;&l;/p&g; &l;/li&g; &l;/ul&g;

&l;palign=&quo;cene&quo;&g; &l;/p&g; &l;palign=&quo;cene&quo;&g; &l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;摘要:用静平衡的方法解决风机振动问题。通过动平衡测试，验证此方法达到了设计的要求。&l;song&g;&l;/song&g;&l;/span&g;&l;/p&g; &l;p&g; &l;/p&g; &l;h1&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1&l;song&g;  引言&l;/song&g;&l;/span&g;&l;/h1&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2005年7月，我公司在改造安阳钢铁风机时，由于各种原因，在厂组装时没有对转子存在的大量不平衡进行校正，致使在风机房现场平衡校正耗时8天，不仅严重地影响了工程进度，还增加了不必要的费用支出。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2007年在制造另一风机时，根据理论和实际条件，制定了一套完整的静平衡校正工艺，使不平衡余量一次就减小到标准的要求以下，使此后的同类工作有了完整的规程，并减少了现场工作量。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;2&l;/song&g;  转子的静平衡校正&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;由于该风机转子是在同一轴上，所以在静平衡时就可能存在偶不平衡造成的平衡假象，为此对转子进行分步校正。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;（1）装好一级轮毂后平衡一级轮毂&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;在５～６号叶柄孔加配重400g后达到平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;（2）装好二级轮毂后平衡二级轮毂在20号叶柄孔加配重440g后平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;（3）由于叶片在加工制造过程中会产生较大的质量差，因此通过加重或取重的办法来使叶片质量差保持在±50g范围内，以减少因叶片质量造成较大的不平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;    （4）带上一级叶片后平衡一级叶片&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;     在４～３号叶柄孔加重450g后平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;（5）带上二级叶片后平衡二级叶片&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;在１４号叶柄孔加重270g后平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;（４）和（５）操作以平衡因较重叶片集中而造成新的不平衡，因平衡位置在轮毂上，因此施加的配重可能要大一些。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;3&l;/song&g;  传动轴静平衡&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; 北一风机中间传动轴采用了&l;em&g;φ&l;/em&g;630&imes;7500mm空心卷管，直径大、长度长，卷制中有一定弯曲，中部凸出３mm多，因此存在着较大的不平衡量。对于管类轴平衡，大多是在专用平衡机上平衡，但是，找遍西安也没有如此大的平衡机，在大型车床上加工却因转速过低无法用平衡仪校正。因此决定用静平衡与现场动平衡相结合的方法以使其达到设计要求，关键问题是防止静平衡时造成偶平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;理论上讲长轴平衡应按２面或３面平衡，才不致造成运转时的挠曲。根据实际情况，决定采用２面平衡，此时最佳配重应是距两端总长的22％处。在静平衡架上测得其不平衡量为2376g，根据轴弯曲和轴本身质量分布情况，决定配重应在同一直线上，在距两端法兰1650mm处分别加等质量的长条配重块，这样既可满足轴类平衡要求，又不会造成大的角度误差。用两根长条薄板（各重1150g左右），再施用间断焊使两配重质量达到1188g，静平衡合格。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4 动平衡测试&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; 通过以上两次静平衡后，于1998年1月21日在风机现场安装完毕后，测得的动平衡结果如下：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.1 探头垂直安置&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; &l;em&g;ｎ&l;/em&g;＝747/min&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;Σ&l;em&g;Ａ&l;/em&g;＝5，4，6 Σ&l;em&g;Ｂ&l;/em&g;＝8，9 Σ&l;em&g;Ｃ&l;/em&g;＝8，10，11&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; &l;em&g;Ａ&l;/em&g;＝2，1，1　&l;em&g;Ｂ&l;/em&g;＝7，7　&l;em&g;Ｃ&l;/em&g;＝5，5，4&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.２ 探头水平放置&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; &l;em&g;ｎ&l;/em&g;＝747/min&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; Σ&l;em&g;Ａ&l;/em&g;＝10，8，9 Σ&l;em&g;Ｂ&l;/em&g;＝28，31 Σ&l;em&g;Ｃ&l;/em&g;＝19，18，17&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; &l;em&g;Ａ&l;/em&g;＝6，6，6　&l;em&g;Ｂ&l;/em&g;＝24，27　&l;em&g;Ｃ&l;/em&g;＝13，12，12&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g; （以上Σ&l;em&g;Ａ&l;/em&g;、&l;em&g;Ａ&l;/em&g;等单位均为μｍ；&l;em&g;Ａ&l;/em&g;为电机端振动幅度；&l;em&g;B&l;/em&g;为传动轴与主轴联结轴承座振动情况；&l;em&g;C&l;/em&g;为风机进风口端轴承座振动情况。）&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.3 振动分析&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.3.1 由于水平方向刚度比垂直方向刚度差，因此，水平方向的振动比垂直方向大。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.3.2 由于静平衡是在水平导轨上校正，其灵敏度不很高，长轴静平衡时只按一个方向弯曲校正，且默认两端质量相等，质心为几何中心，这样就不可避免地造成角度误差、量值误差和校正平面误差。由于误差的存在，静平衡灵敏度又不很高，使得转子和传动轴在静平衡后仍存在一定的动不平衡。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.3.3 &l;em&g;Ｂ&l;/em&g;面振动是长轴&l;em&g;Ｂ&l;/em&g;端与转子&l;em&g;Ｂ&l;/em&g;端的合成振动，因此，其结果为当两振动相位差小于90°时加大，比其它两端要大一些。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.3.4 &l;em&g;Ａ&l;/em&g;面振动是电机振动与长轴&l;em&g;Ａ&l;/em&g;端的合成振动，由于两振动相位差大于90°，因此其结果比电机的振动（　40μm）要小一些。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4.3.5 电机振动值不大于40μm，电机与长轴合振动不平衡值为６μm，则长轴最大不平衡振动为34μm，平衡已满足要求。&l;em&g;Ｂ&l;/em&g;面与&l;em&g;Ａ&l;/em&g;面相同，根据以前经验，&l;em&g;Ｂ&l;/em&g;面与&l;em&g;Ｃ&l;/em&g;面转子振幅相差不大，有一定相位差。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;5&l;/song&g;  结论&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;风机振动烈度&l;em&g;V&l;/em&g;&l;sub&g;f&l;/sub&g;＝1.55mm/s，该风机电机功率为630kW，转子重达２多，传动轴重达１，属于大型机器，根据ISO2372-1996分级评为Ａ（优）级。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;工作转速747/min，动平衡精度要求Ｇ6.3级时，许用不平衡偏心距&l;em&g;e&l;/em&g;为81μm，本机最大振动幅度32μm，最大不平衡振动幅度为28μm，相当于Ｇ2.5级。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;动平衡达到设计要求，用该静平衡方法可以满足设计的振动幅度要求。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;  &l;/span&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;0 引言&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;离心通风机是生产企业常用的辅助设备，主要用于通风与除尘装置中，确保生产环境洁净，保护生产者身心健康&l;sup&g;[1]&l;/sup&g;。噪声污染是风机运行中存在的致命弱点。它是由多种不同频率声音的无规律的杂乱组合而成，风机的噪声不仅妨碍生产中人们的通讯、语言等交流而影响生产的组织与管理，而且还严重损害人们的身心健康而降低工作效率等。因此，研究和探讨生产离心通风机噪声的产生原因、危险性及其控制途径，对保护操作工人的身体健康及提高企业的经济效益等具有深远而重要的意义&l;sup&g;[1]&l;/sup&g;。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1 风机噪声分类及噪声机理&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;风机噪声就其主要声源产生机理而言，可分为旋转噪声和涡流噪声；就其频谱特性而言，可分为宽频噪声与离散噪声。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1.1 离散噪声(旋转噪声)&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;离散噪声是由于叶片周围不对称结构与叶片旋转所形成的周向不均流场相互作用而产生的噪声。它与叶轮的转速有关，特别在高速、低负荷情况下，这种噪声尤为突出。主要体现以下几方面：(1)来流引起的进气干扰的噪声。由于进风口前装有前导叶或金属网罩而产生的进气干涉噪声，在这种情况下，当工作轮旋转时，动叶周期性地承受前面静叶排出不均匀气流，导致气流作用在动叶上的力周期性脉动而产生噪声；(2)叶片在不光滑或不对称机壳中产生的旋转频率噪声。由于机壳内壁形成所必需的条件是旋转对称，否则气流流动状态将不再与轴线完全对称，也就是说周向的圆周速度不再是常数，所以气流便会产生旋流动；(3)出口蜗舌的存在而产生的出口干涉噪声。在叶片出口处沿着工作轮圆周，由于存在尾迹，气流的速度和压力都不均匀，这种不均匀的气流作用在蜗壳上，形成了压力随时间的脉动。反过来它又影响叶轮中气流的流动，于是叶片上的气流也就具有随时间变化的脉动性质。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;这种噪声具有确定的频率，因为每当叶片通过风舌一次，在风舌上就有一个脉冲，反过来给叶片也是一个脉冲。这种叶片通过的频率&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g;称为基频，即：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;em&g;                   f&l;/em&g;&l;sub&g;1&l;/sub&g;= &l;em&g;nZ&l;/em&g;/60&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;式中&l;em&g;f&l;/em&g;&l;sub&g;1&l;/sub&g;为基频，Hz；&l;em&g;n&l;/em&g;为转速，/min；&l;em&g;Z&l;/em&g;为叶片数。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;同时，由于这种脉动波形不会是单纯的正弦曲线，所以根据级数展开，它还有其它的高次谐音&l;em&g;f&l;/em&g;&l;em&g;&l;sub&g;i&l;/sub&g;&l;/em&g;，表达式为&l;em&g;f&l;/em&g;&l;em&g;&l;sub&g;i&l;/sub&g;&l;/em&g;=&l;em&g;nZi&l;/em&g;/60(&l;em&g;i&l;/em&g; =1，2，3，…)所以旋转噪声具有离散频谱特性，其基频为叶片通过频率，还有它的高次谐音。显然，从旋转噪声的强度看，基频最强，其次是二次谐波、三次谐波，总的趋势是逐渐减弱的。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1.2 宽频噪声(涡流噪声)&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;涡流噪声主要是由于气流流经叶片时产生紊流附面层及漩涡与漩涡分裂脱体，而引起叶片上压力脉动所造成的涡流噪声。产生的原因主要体现在以下几方面：(1)气流流经叶片、前盘、后盘的内外表面，流经蜗壳内表面及局部表面，气流紊乱引起的压力脉动产生噪声；(2)气流流经叶片前后盘的内外表面及蜗壳表面时，由于附面层发展到一定程度会产生涡流脱离，脱离涡流将造成较大的脉动。在低雷诺数下，周期性涡流的脱离将导致相应环量的改变，也使物体上的气流作用力产生变化；(3)当具有一定紊流度的气流流向叶片时，叶片前缘各点冲角大小将取决于气流平均速度和瞬时扰动速度，在紊流晴况下扰动速度是无规律地变化的，因而也使冲角发生无规律的变化，导致升力的无规律脉动而产生噪声。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;这种旋流具有很宽的频率范围，通常称为宽频噪声，同时它主要是由于漩涡剥落引起的，所以物体绕流漩涡剥落具有确定频率。即&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;em&g;                           f&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;=&l;em&g;S&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;&l;em&g;v&l;/em&g;/&l;em&g;d&l;/em&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;式中 &l;em&g;f&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;为漩涡剥落频率，Hz；&l;em&g;S&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;为斯哈托数，&l;em&g;S&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;=0.2；&l;em&g;v&l;/em&g;为特征速度，m/s；&l;em&g;d&l;/em&g;为特征直径或长度，m。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;所以，这种宽频噪声又表现出只具有峰值。即&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;　　　　　　                　&l;em&g;f&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;=0.2&l;em&g;v&l;/em&g;&l;sub&g;1&l;/sub&g;/&l;em&g;d&l;/em&g;&l;sub&g;1&l;/sub&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;式中 &l;em&g;v&l;/em&g;&l;sub&g;1&l;/sub&g;为风速，m/s；&l;em&g;d&l;/em&g;&l;sub&g;1&l;/sub&g;为导线直径，m。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2 风机噪声级换算&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;若要对离心通风机的运行噪声进行有效控制，首先就必须了解其噪声特性及其噪声级换算的一些基本方法。为了能够客观公正地衡量一台离心通风机的噪声性能，根据JB/T8690-1998《工业通风机  噪声限值》规定各类通风机噪声在最佳工况点的比A声级&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;的计算公式为：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;em&g;                                       L&l;/em&g;&l;sub&g;SA&l;/sub&g;=&l;em&g;L&l;/em&g;&l;sub&g;A&l;/sub&g;&l;em&g;&l;u&g;－&l;/u&g;&l;/em&g;0lg(&l;em&g;Q&middo;&l;/em&g;&l;em&g;p&l;/em&g;&l;sup&g;2&l;/sup&g;)&l;u&g;＋&l;/u&g;19.8&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;式中 &l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;为通风机的比A声级，dB；&l;em&g;L&l;/em&g;&l;sub&g;A&l;/sub&g;为对应于通风机工况点的A声级，dB；&l;em&g;Q&l;/em&g;为通风机测试工况点流量，m&l;sup&g;3&l;/sup&g;/min；&l;em&g;p&l;/em&g;为通风机测试工况点全压，Pa。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;通过上式所计算得到的&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;实际上就是通风机产生单位流量、单位全压时的噪声计算相对值。这样，就等于有了比较各种类型通风机噪声的衡量基准。实践证明：同系列的离心通风机的&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;曲线基本相同。如与风机的性能、效率(&l;em&g;&ea;&l;/em&g;)曲线对应绘制成图，就会发现&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;曲线与&l;em&g;&ea;&l;/em&g;曲线很像解析几何中的双曲线，见图1。由图1可见，风机&l;em&g;&ea;&l;/em&g;最大处，&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;最小。且随着风机流量的增大或减小，&l;em&g;&ea;&l;/em&g;曲线向左右回落；而&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;曲线则朝相反方向上翘。这又形象地说明，当风机内部流动情况最佳时，才可能获得最大的效率和最低的噪声。另外，在选择、设计离心通风机噪声控制方案时，必须预测该机在实际运行时产生噪声级的大小。而在实践中，获取该资料的途径无非只有两条：（1）查找有关资料；（2）向供货商索取。但有时得到的是该机的一条比A声级&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;曲线，而不是直接的具体噪声级。这时就需要利用上式进行换算，例如某厂在工艺设计时决定选用9-18№6.3A离心通风机，其运行工况性能：&l;em&g;Q&l;/em&g;= 80.33m&l;sup&g;3&l;/sup&g;/min，&l;em&g;p&l;/em&g;=8818Pa，对应工况点比A声级&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g;=18.8dB，计算A声级&l;u&g;&l;sup&g;[2]&l;/sup&g;&l;/u&g;。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;em&g;L&l;/em&g;&l;sub&g;A&l;/sub&g;=&l;em&g;L&l;/em&g;&l;sub&g;SA&l;/sub&g; +10lg(&l;em&g;Q&l;/em&g;&middo;&l;em&g;p&l;/em&g;&l;sup&g; 2&l;/sup&g;) －19.8=18.8+10lg(80.33&imes;8818&l;sup&g;2&l;/sup&g;) －19.8=97dB&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;可见，风机噪声明显高于企业允许限值(≤85dB)，故需对其进行有效控制。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/6-23-6_3.png&quo;syle=&quo;widh:676px;heigh:490px;&quo;/&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3 风机噪声控制方法&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.1 合理选型&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.1.1 在选用风机之前，首先应确保工艺设计的准确性。要使设计工况点的风量、全压基本上与风网实际运行时的风量、全压相接近。如果设计时余量过大，在实际运行时就要关小风机蝶阀。这样做有3个缺点：（1）导致风网阻力增加，造成全压与动力浪费；（2）因阻力增加而浪费掉的&Dela;&l;em&g;p&l;/em&g;相应产生的噪声&Dela;&l;em&g;L&l;/em&g;&l;sub&g;A&l;/sub&g;则不会消失，仍要产生出来；（3）关小风机蝶阀后，造成风机进气(或出气)状况恶化，将增大涡流噪声&l;u&g;&l;sup&g;[3]&l;/sup&g;&l;/u&g;。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.1.2 工艺设计完成后，在风量和全压方面能满足生产需求的运行方案有很多，可供选择。这时，应选用在该工况点具有最高效率和最低噪声的风机，以确保运行噪声最低。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2 优化结构&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.1 增强叶栅的气动力载荷，降低圆周速度。对于风机采用强前向叶片，且多叶片叶轮有利于增大叶栅的气动力载荷，在得到同样风量风压情况下，叶轮叶片外圆上圆周速度&l;em&g;u&l;/em&g;小可使风机噪声明显降低。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.2 确定合理的蜗舌间隙和蜗舌半径。增加风舌与叶轮之间的间隙&l;em&g;&dela;&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;可降低基频和谐波。气流与叶片作相对运动时，叶片后缘的气流尾迹中，速度及压力均小于主流区，使叶栅后的气流速度与压力分布皆不均匀。这种不均匀的流谱在旋转，如果在动叶之后有静叶或风舌，则这种非稳定流动与静叶或风舌相互作用将产生噪声。距离愈近，噪声愈大。但根据有关资料介绍进行试验，当&l;em&g;&dela;&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;大到一定程度后，噪声不再降低，却使风机气动性能变坏，如风量、风压都有所下降。试验表明：在风舌间隙&l;em&g;&dela;&l;/em&g;&l;em&g;&l;sub&g;&l;/sub&g;&l;/em&g;/&l;em&g;R&l;/em&g;=0.25和风舌半径&l;em&g;&l;/em&g;/&l;em&g;R&l;/em&g;=0.2时，具有最大风机效率和最小噪声(&l;em&g;R&l;/em&g;为叶轮半径)。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.3 倾斜蜗舌。风机叶轮叶栅气流的周期性脉动速度所产生的周期性脉动气动力也使蜗舌相互作用产生旋转噪声，此噪声大小与脉动气动力的剧烈程度及蜗舌的迎风面积有关，把蜗舌做成倾斜式，则同相位的脉动气动力的作用面积小了，辐射的噪声也就减小了，蜗舌的倾斜角&l;em&g;α&l;/em&g;可按an&l;em&g;α&l;/em&g;=(&l;em&g;&l;/em&g;-2&l;em&g;&l;/em&g;)/&l;em&g;b&l;/em&g;计算，其中，&l;em&g;&l;/em&g;为蜗舌半径，&l;em&g;&l;/em&g;为叶轮出口栅距，&l;em&g;b&l;/em&g;为叶片宽度。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.4 在叶轮进(出)口处加紊流化装置。在风机叶轮叶片的进口或出口处加紊流化装置(金属网)可以使叶片背面的层流附面层立即转换成紊流附面层，推迟叶片背面附面层的分离，甚至不分离，叶片后缘装上网，网后的气流速度与压力梯度能迅速变均匀，若网在涡区中则可将涡区大大缩小，这对减噪是有利的。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.5 在叶轮上增设分流叶片(短叶片)。在风机中，对无分流叶片的叶轮，当叶片较少时，在叶片通道后半段易产生负速度区，容易导致气流分离，当叶片较多时又容易产生进口阻塞和气流分离。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.6 在动叶进出气边上设锯齿形结构。该结构可使叶片上气流层流附面层较早地转化为紊流，从而避免层流附面层中的不稳定波导致涡流分离，使噪声降低。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.7在蜗舌处设置声学共振器。当声波传到共振器时，小孔孔径和空腔中的气体在声波作用下来回运动，这运动的气体具有一定的质量，它抗拒由于声波作用而引起的运动，同时声波进入小孔孔径时，由于颈壁的摩擦和阻尼，使相当一部分声能因热耗而损失掉。另外，充满气体的空腔具有阻碍来自小孔的压力变化的特性，由于这些因素的共同作用，当气体通过共振器时，噪声得到降低。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.2.8 在蜗壳内设置挡流圈。中低压离心通风机的蜗壳宽度与叶轮出口宽度一般较大，气流自叶轮进入蜗壳的扩压变大，在叶轮前盘外侧与蜗壳间产生大尺度漩涡，使涡流噪声增大，效率降低，而蜗壳宽度又不宜过小，否则将增大蜗壳的张开度，使蜗壳出口端面长宽比过大，给后面的管路连接带来困难，同时也使摩擦损失增加。为了减小涡流区，增强风机进口集流器与叶轮进口边间的密封效果，可在蜗壳中加各种形式的挡流圈。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.3 消声&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;风机在高速旋转产生强烈的空气动力性噪声，为阻止声音外传播又允许气流通过，在风机气流通道上装上消声装置，使风机本身发生的噪声和管道中的空气动力噪声降低，定型常用的消声装置有：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(1)阻性消声器常用片式消声器、蜂窝式消声器、管式消声器及迷宫式消声器等；&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(2)抗性消声器常用共振式消声器、扩张式消声器、混合式消声器及障板式消声器等；&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(3)阻抗复合消声器常用扩张室—阻抗复合式消声器、共振腔—阻性复合式消声器及阻—抗—共复合式消声器。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.4 隔声&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;隔声是噪声控制工程中常用的技术措施，利用墙体各种板材及构件作为屏蔽物或利用维护结构，把噪声控制在一定范围之内，使噪声在空气中的传播受阻而不能顺利通过，从而达到降低噪声的目的。常用的方法有：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(1)单层密实均匀构件隔声，此类构件的隔声材料要求密实而厚重，如砖墙、钢筋混凝土、钢板、木板等，隔声性能与材料的刚性、阻尼面密度有关；&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(2)双层结构隔声，在两个单层结构中间夹有一定厚度的空气，或多孔材料的复合结构，一般可比同样质量的单层结构隔声量高5~10dB；&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(3)隔声罩和隔声间，对于体积小的噪声源，直接用隔声结构罩起，可以获得显著的降噪效果，这就是隔声罩，有很多分散的噪声源时可考虑建立一个小空间，使之与噪声源隔离开来，这就是隔声间；&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(4)隔声屏是放在噪声源和受声点之间的用隔声结构所制成的一种隔声装置。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3.5 吸声&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;在墙面或顶棚上饰以吸声材料、吸声结构或在空间悬挂吸声板，吸声体混合声就会被吸收掉，这种控制噪声的方法称做吸声降噪。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(1)吸声材料在吸声降噪方法中吸声材料很重要，常用的有：①纤维材料，包括有机纤维、无机纤维和纤维制品；②颗粒材料，包括砌块和板材；③泡沫材料，包括泡沫塑料、其他等三大类二十几种。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(2)共振吸声结构是利用共振原理做成的各种吸声结构，用于对低频声波的吸收，最常用结构分单个共振式(包括薄膜、薄板结构)和穿孔板吸声结构。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;(3)微穿孔板吸声结构由板厚和孔径均在1mm以下、穿孔率为1%~3%的金属微穿孔板和空腔组成的复合结构。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4 结束语&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;离心通风机噪声的控制是生产企业面临的一个重要课题。它应从风机的设计和制造入手，需要优化和完善风机结构，采用先进的制造工艺与方法提高制作质量和精度，尽量减少空气动力噪声的产生。同时，安装和检验也是一个不可忽视的环节，必须对叶轮、风机轴、皮带轮及联轴器等旋转零部件进行严格的静平衡和动平衡校正，以减少因风机振动而产生的机械噪声。由于离心通风机的叶轮叶片极易产生磨损而形成噪声，所以，应通过对风机的噪声进行检测、分析和研究等工作后，确定其噪声的主要来源及其传播途径，并采取有效的噪声治理措施，达到减弱或切断噪声的传播途径或消除噪声源的目的，确保最大限度地减轻离心通风机对周围环境的噪声污染，以提高企业的生产环境及促进企业的和谐和可持续发展。&l;/span&g;&l;/p&g; &l;palign=&quo;cene&quo;&g; &l;/p&g;

&l;palign=&quo;cene&quo;&g; &l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;【摘要】分析了大型电站锅炉鼓引风机主轴采用焊接空心轴的可行性。介绍了空心轴焊接的具体工艺方法。指出了其实用效果及经济效益。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;前言&l;/song&g;&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;随着电站单机容量的增加，离心通风机的尺寸、重量将大大增加。平舆电厂60万kw机组采用的Y4-2X73№37F型双吸离心式引风机，其叶轮直径达3.7m，主轴轴颈为360mm，全长为11195mm，重量达23700kg。这不仅给制造、运输、安装、运行及维修带来困难，而且还提高了制造成本和设备价格。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;由于主轴较重需采用滑动轴承，相应的配有润滑油站、高位油箱及盘车装置等许多辅助设备，既增加了设备的投资，又占用了较大的生产场地。因此，在大型通风机中采用空心轴是一个急需解决的大问题。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;目前，国产大型通风机采用空心主轴结构的甚少，而部分进口离心式引风机普遍采用了空心轴的结构，并且运行良好。如清河、马头、神头3个电厂从前苏联引进的7台20万kw燃煤锅炉，其中14台Ⅱ25x2ⅢB型离心式引风机均采用了空心主轴的结构，黄台电厂从日本引进的1台30万kw燃煤锅炉所配置的离心式引风机也采用了空心轴结构；成都电力机械厂为烟台电厂20万kw燃煤锅炉研制了锻造空心轴（即锻造后再掏空）已经安全运转6年，实践证明，在大型通风机设计上采用空心轴结构是完全可行的。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;焊接空心轴的主要工作&l;/song&g;&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;空心轴在工艺方面需闯三关。即焊接关、车工关及装配关。而焊接关是决定空心轴能否成功的关键。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;空心轴焊接结构的设计&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;确定Y4-2X73№28.5F引风机中的主轴用空心轴。该风机是双吸入双支撑形式，根据轴的几何形状和尺寸，设计、工艺共同确定了空心轴的结构。主轴中间大部分为厚壁无缝钢管，空心管的两端为实心轴头，实心轴头与空心管采用焊接的方式连接在一起。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;采用这种结构形式的空心轴关键在于：a、空心轴的材料及性能b、焊接坡口的形式及工艺试验c、空心轴的焊接 &l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2）空心轴的材料及性能&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;空心轴所用钢管是从德国进口的无缝钢管，材料为12C1MoV。此材料为耐热钢，在引风机200℃烟气下工作其机械性能变化不大；且材料的机械性能可以满足设计要求；在焊接方面，只要采取合理的工艺措施是可以焊接的。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3）轴头的材料及性能&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;轴头采用16Mn锻件，材料的机械性能见下表，粗加工后调质处理&l;/span&g;&l;/p&g; &l;ablebode=&quo;1&quo;cellspacing=&quo;0&quo;syle=&quo;widh:459px;&quo;&g; &l;body&g; &l;&g; &l;dsyle=&quo;widh:102px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&Dela;b（MPa）&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:86px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&Dela;s（MPa&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:86px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&Dela;s（%）&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:80px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;ψ（%）&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:105px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;Ak（J/cm2）&l;/span&g;&l;/p&g; &l;/d&g; &l;/&g; &l;&g; &l;dsyle=&quo;widh:102px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;≥490&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:86px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;≥245&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:86px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;≥15&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:80px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;≥40&l;/span&g;&l;/p&g; &l;/d&g; &l;dsyle=&quo;widh:105px;&quo;&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;≥50&l;/span&g;&l;/p&g; &l;/d&g; &l;/&g; &l;/body&g; &l;/able&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3）焊接坡口的形式及工艺试验&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;焊接坡口形式的确定&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;要想保证空心轴焊后强度，首先要确定合理的焊接坡口形式，根据坡口形式去做具体的工艺试验，采用的坡口形式为下图，这种坡口形式的优点在于，当施焊人员对U型槽底进行氩弧焊封底时，靠铁水子熔，很容易焊透钢管与轴头的接合处。另外，在钢管距坡口中心处钻通氩气保护的通气孔，在轴头处钻出排气孔。利用氩气进行封底保护有利于焊缝成型，防止焊缝金属氧化。这对主轴在运转过程中，因接合处而发生的疲劳扩散有一定的抑制作用。通过焊接工艺试验，证明了这种坡口形式是科学合理的。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;焊接工艺试验&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;要保证空心轴焊接成功，一定要做必要的工艺试验，通过试验做到心中有数，从而编制出合理的焊接工艺。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;12C1MoV钢抗焊接氢致裂纹敏感性的评定：进行插销试验和铁研试验。这两种试验均采用φ4mm，R317焊条手动电弧焊，焊条经过350℃X2h烘干处理。焊接速度：150mm/min，电流170A，电弧电压：22~25V。&l;/span&g;&l;/li&g; &l;/ul&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;试验结果：从插销试验和铁研试验的结果，预热温度100℃和150℃对氢裂纹不敏感，没有氢脆问题。所以确认12C1MoV钢的预热温度为100~150℃。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;12C1MoV钢埋弧焊焊接接头抗旋转弯曲疲劳性能的评定：埋弧焊工艺及焊丝、焊剂。埋弧焊采用双U型坡口，板厚40mm，手工埋弧焊打底，双面采用φ4mm，H08CMoVA焊丝，HJ350焊剂。&l;/span&g;&l;/li&g; &l;/ul&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;工艺参数包括手工氩弧焊和埋弧焊。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;手工氩弧焊&l;/span&g;&l;/li&g; &l;/ul&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;电弧电压：11V焊接电流：180A焊接速度：15.4m/h氩气流量：9L/min不填焊丝。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;埋弧焊&l;/span&g;&l;/li&g; &l;/ul&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;焊接电压：37V焊接电流：500A焊接速度21m/h试板焊后石棉布保温缓冷，经650~700热处理&l;/span&g;&l;/p&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;试验后的结果表明，旋转疲劳极限343MPa，这一结果对12C1MoV的材料来说是比较高的。因为工作应力不会超过屈服极限395MPa，因此是安全的，用埋伏焊焊接的焊缝不会产生疲劳裂纹。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4）用耐热钢R317焊条做斜Y型坡口焊接裂纹试验，通过这种试验看其热影响区是否产生冷裂纹，也可看出焊缝冷裂纹、热裂纹或再热裂纹。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;5)通过钢性固定对接试验看其焊缝是否产生热裂纹或再热裂纹，也可检验热影响区是否产生冷裂纹。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;6)选用R317焊条做焊接接头机械性能试验，各项指标均达到设计要求，证明所选焊接材料、工艺规范各项参数的正确性。&l;/span&g;&l;/p&g; &l;psyle=&quo;magin-lef:21.0000p;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;7）钨极氩弧焊封底试验。按其焊缝的结构形式模拟加工出焊接时的坡口形式惊醒氩弧焊封底试验，由此选择出封底焊的最佳焊接规范，确定封底电流，从而获得理想的封底效果。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4、焊前准备工作&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;   1）焊接转胎的调试&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;选择本厂自制10吨转胎，通过调试使转胎运转过程缓慢、平稳，与焊接时的速度相匹配。运转一周，轴的轴向、纵向位置不窜动，周而复始保持焊缝中心位置不变。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2）焊接加热器的调试&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;由于轴的长度（近10m）所限，只能预热一端焊一端。选择φ670mm红外线加热器，用电控柜进行控制加温，主要预热焊缝两侧，致使温度保持在150~200℃之间；选用φ330mm的红外线加热器，用交流电焊机做电源控制，主要加热轴头靠近焊缝侧。这种加热方法，使轴头的热膨胀伸长量走向焊缝，有利焊缝的封底、焊接，保证焊接不产生裂纹。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3）焊接电源的调试&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;a、氩弧焊封底所采用的焊接设备为我厂购置美国Mille公司的焊接设备。该焊机经过调试，电压基本不受网络电压影响而波动，焊接时所选用的焊接电流一旦固定，整个焊接封底过程中，电流波动为±1A，保证了封底时既能焊透又成型美观。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;b、多头式子母焊机是封底后手工电弧焊的设备。该设备是通过变阻器来调节电流大小的，通过调试，电流可达预想的效果。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4）焊工的培训&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;a、对氩弧焊封底的焊工培训。试板的坡口形式与空心轴的坡口形式相同。采用正式焊接的规范进行操作练习，工艺人员从理论上、实际操作上进行现场指导，使焊工掌握要领，焊接后对试件检查、确认，使焊工真正掌握氩弧焊封底要领，为空心轴焊接氩弧焊封底打下坚实基础。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;b、焊工培训的另一个重点是手工电弧焊，在封底后检查合格的试件上，用R317焊条施焊各层。在焊接过程中，注意坡口两侧要充分熔合，避免夹渣、未焊透、未熔合等缺陷发生。在确认工艺规范的同时，提高焊接技术，为空心轴一次焊接成功奠定基础。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;三、空心轴的焊接程序&l;/song&g;&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1）拼装点固&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;先装一端轴头，检查合格后趁热装，将6块拉筋（40X100X400 Q235A）等分对称焊至钢管与轴头两侧。 焊条牌号：J427焊条直径φ4mm 焊接电源：直流反接焊接电流：160~180A 焊脚高度：不大于10mm 然后再热装另一端轴头，按上述要求焊一端轴头与钢管的拉筋。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2）焊前准备&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;a核对按图样尺寸要求核对焊接坡口尺寸及空心轴的拼装点固焊接质量。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;b清洗将焊接坡口内及距焊缝坡口50mm内的外表面的油、绣等污物，用丙酮、酒精清洗干净。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;c、安装好充背氩的冲氩气系统。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;d、将R317焊条：φ4、φ5mm焊条经350℃x2h烘干处理；将HJ350焊条经350~400℃x2h烘焙处理；将H08CMoVA焊丝：φ4mm焊丝清除油、锈。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;e、包保温材料：将两焊缝的两侧分别用无碱玻璃丝棉布包扎好，放到滚轮胎上&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;f、预热将红外线加热器根据主轴距地面高度，调到合适的位置，并用角钢做支架，放好焊牢，使主轴能自由转动。预热温度为200~250℃。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;g、调试红外线预热器接通电源，调试好埋弧自动焊操作架，检查滚轮转胎启动是否正常，确保无误后再正式焊接。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;h、充背氩气流量：3~5L/min；确保空心轴内的空气完全排出&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3)钨极氩弧焊封底&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1、焊接工艺焊接电源为AVE350焊接电流为10~12A氩气流量为8~12L/min熔池形成时间为5秒，焊接速度为2.52m/h氩气滞后时间为3~5秒，钨极自己为φ3mm焊嘴尺寸为φ10mm。焊接时要对称施焊。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2、后热将封底焊好的焊缝加热到350~400℃保温2~3小时后，缓冷至室温。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3、检查对焊缝进行着色探伤检查。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4、氩弧焊封底焊接另一端焊缝。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;5、后热另一端&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;6、检查对焊缝进行着色探伤检查&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4）焊接&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;1、手工电弧焊将工件用红外线加热器预热后做手工电弧焊焊条牌号317焊条直径φ4~5&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;2、气割将焊缝处的拉筋用乙炔气割，割掉。切割时，不可将工件表面割伤。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;3、埋弧自动焊将工件用红外线加热器预热后做埋弧自动焊焊剂：HJ350焊丝：H08CMoVA&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;  焊丝直径：φ4&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;4、后热将焊缝处加热到350~400℃/2h做消氢处理&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;5、按上诉工艺手工电弧焊，焊接另一端焊缝&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;6、气割另一端的拉筋&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;7、按上述工艺埋弧自动焊，焊接另一端焊缝&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;8、检查按图样要求，对焊缝做超声波检查，然后再检查拉筋处的焊缝，若有咬肉、割伤，要进行补焊，补焊工艺与正式焊接工艺相同&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;5）消应力&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;检查合格后做消应力处理&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;空心轴的焊接时在有充分的准备，万事俱备的条件下进行的，焊接过程中，注意坡口两侧充分熔合，严防夹渣、未熔合。焊后清渣，除去焊瘤、飞溅。由于焊工操作认真，工艺人员跟班指导，进行每道焊缝的检查、认可，从而使空心轴焊后超声波探伤100%合格，达到国家标准。&l;/span&g;&l;/p&g; &l;ulsyle=&quo;lis-syle-ype:squae;&quo;&g; &l;li&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;song&g;空心轴焊接的实用性及经济效益&l;/song&g;&l;/span&g;&l;/li&g; &l;/ul&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;原实心轴重13600kg，改为空心轴重6660kg，减少重量6940kg，减轻重量达51%。该空心轴在河南安阳电厂运行6年，情况良好。可用于30万kw发电机组以上的锅炉送引风机和150m2以上大型烧结引风机等风机上。在不计烟气中粉尘磨损情况下，引风机主轴寿命大于5年，送风机寿命大于8年。经计算，各项技术指标均满足设计要求，故可靠性与实心轴基本相同，且临界转速有所提高，实心轴为960/min，空心轴临界转速为1089/min，提高11.7%。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;    原实心轴单价约50万元，现空心轴单价约15万元，扣除空心轴厂内制造成本略高和首次试制的因素，每根主轴至少可节约25万元以上，可见在保证实心轴风机相同利润的前提下，可降低风机成本，增强了市场的竞争力。&l;/span&g;&l;/p&g; &l;p&g; &l;/p&g;

&l;palign=&quo;cene&quo;&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;机翼型叶片展开&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;4-72型离心通风机中空机翼型叶片展开方法(4-73型与4-72型叶片的差异,在于非工作面亦为弧面)。该型片以A一A和B一B面为基础进行展开,然后接出A一A线与轮盖间的部分线段,对于叶片在A一A与B一B间的弧面部分,用三角形法法展开,平面部分用平行线法展开。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;展开步骤如下：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;1.画实样图&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;以适当比例作叶轮和叶片的主视图和俯视图,叶片按板厚中性层画。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;2.在俯视图叶片根部(B一B截面)叶片型线上,分适量小段,标注分段点号码1、2、3……15.&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;3.俯视图中较小翼型,为主视图A-A截面投影。过叶轮中心O,连O-11、0-12、0-13、O-14与A-A截面相交于点19、18、17、16;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;4.把根部和顶部翼型鼻端点作为分段点,即20、9两点(即弯折线).&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;5.机翼型叶片底线是直线,且垂直于轮盘因此A-A和B-B截面的翼型底线在俯视图上重合,所以根部翼型分段1、2……7顶部翼型分段点1&pime;、2&pime;……7&pime;对应,可按平板形叶片展开,且各素线均为实长。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;6.作A-A和B-B两截面间通过中心O的素线实长图,把俯视图叶片根部上的分段点11、12、13、14四点,分别以O-11、O-12、O-13、O-14为半径旋转到O-x&pime;线上,再延伸到主视图B—B剖线上,其点为11&pime;、12&pime;、13&pime;、14&pime;同理,得19、18、17、16在主视图A-A部线上的点19&pime;、18&pime;、17&pime;、16&pime;。连接14&pime;-16&pime;、13&pime;-17&pime;、12&pime;-18&pime;、11&pime;-19&pime;,并延长与轮盖相交,其交点为p、u、n、q,则12&pime;-n、13&pime;-u、14&pime;-p即为叶片在该处的实长。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;7.作A-A和B-B两截面间,且不通过中心O的素线实长图。为应用三角形法作实长图,将俯视图上A-A与B-B间分成毗连的三角形(用虚线表示)。如俯视图上8-20投影长度为叶片斜高实长图上三角形的一边,两剖面间距离为另一边,则三角形的斜边8-20即为该两点间的实长。同理,得出10-20、10-19、11-18,13-18,13-16、15-16,标在一组叶片斜高实长图中。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;8. 关于不能直接在主视图右侧与轮盖相交求出实长的延长线段,可用补助点的方法求其延长段的实长,为了作图方便,把求9-20延长段的实长图放在主视图右侧附近,首先在俯视图中,在9-20的延长线上,任意(按作图方便和旋转,投影后能和轮盖相交)决定两点a,b,旋转到O-x&pime;线上,再垂直向上与轮盖相交,交点为20、a、b,并分别作平行于A-A剖线向右引线,另外在A-A线右端延长线上,按俯视图中20、a、b三点的投影距离,从A一A线向上作垂线,分别于a&pime;、b&pime;、2&pime;0向右的引线相交于a&dquo;、b&dquo;、20&dquo;,连接20&dquo;、a&dquo;、b&dquo;成近似直线的曲线。同时,按三角形法作9-20实长线,并延长与20&dquo;一a&dquo;一b&dquo;曲线相交于m,则20-m即为9-20延长与轮盖相交的实长。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E6%9C%BA%E7%BF%BC%E5%8F%B6%E7%89%87.jpg&quo;syle=&quo;widh:901px;heigh:1200px;&quo;/&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;9. 画展开图&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;1)叶片平面部分按俯视图上1-7点各分点的距离和其在轮盖型线上相应点的实长,用直角坐标法作出;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;2)作8-7&pime;线,以俯视图中7-8长,定出8点,作8-7&pime;相交;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;3)作q-m线,以俯视图中8-9长,定出q点,然后8点和7&pime;点为基点,分别与俯视&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;图中的7-20长和实长中的8-20长,画弧交于展开图中的20点,然后连9-20延长至m点;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;4) 用三角形法作A-A与B-B的叶片弧面展开图。以9-20鼻端点为基点,分别以俯视图中的9-10长和实长图中的10-20长,画弧交于展开图中的10点。再以10、20点为基点,分别以俯视图中的20-19长,画弧交于展开图中的19点…以此类推将A-A、B-B剖面间的叶片展开后,凡与轮盖相交的实线段,应在展开图中一一延长,如20-m、18-n、17-u、16-p,最后用曲线板连接起来,在叶片翼型尾部,由于板厚和焊接问题,使翼型底面板在A-A剖面线上减去L2,在B-B剖面线上减去L1(见翼尾交接放大图及叶片展开图),15-15&pime;直线连接。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g;注：展开图中必须注意的,如8-7&pime;线界于叶片弧面和平面之间,它的延长线也必在两分界面的曲线上。7-7&pime;虽也在平面内,但从主视图左侧的投影看出,上段已越出外形线,故延长线不能与轮盖相交,该延长线起不到定曲线作用6-6线从主视图左侧看出,其延长线交于叶片与轮盖相交线之内。因此,6-6&pime;的延长线起到定曲线的作用。另外11-19的延长线,虽在主视图右侧能与轮盖相交,但这是假象,再从展开图看,它与能定叶片展开曲线20-m的线段在中间相交,故它起不到定点的作用。从主视图左侧看,叶片最高点位于6&pime;与7&pime;之间,由此点向下作垂线至O-X线,再旋转至根部翼型相交,则由俯视图可定出6点至7点间该点的位置,从而定出最高点及展开曲线。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:14px;&quo;&g; &l;/span&g;&l;/p&g;

&l;p&g; &l;spansyle=&quo;fon-size:16px;&quo;&g;  蜗壳是离心式通风机最好和最简单的导向或扩压装置，这在通风机工程中是众所周知的。而轴流通风机就不是如此，当轴流通风机采用蜗壳时，机组外形尺寸很大，这是令人遗憾的，此外，许多试验已经证明，这样还可能引起过大的损失。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;  在某些情况下，有可能研制出一种轴向蜗壳，其外形为半裸旋状而出口位于圆形扇面上。这种结构比装在轴流式通风机外围的蜗壳产生的损失小，还便于对驱动电机进行检修。&l;/span&g;&l;/p&g;

&l;p&g;  &l;spansyle=&quo;fon-size:16px;&quo;&g; 在某些情况下，轴流式通风机需要蜗壳。其优点是由于去掉了导叶使性能曲线和效率曲线变得更平坦；其缺点是装置尺寸较大。在某些情况下，出口速度可能相当大，因此必须注意不要使气流急剧的转向。图184和图185列出的是成功的结构。计算按照以前的原则进行。&l;/span&g;&l;/p&g; &l;psyle=&quo;ex-align:cene;&quo;&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/1cc34ecf330c082948d1b907662d025.png&quo;/&g;&l;/span&g;&l;/p&g;

&l;p&g;&l;imgal=&quo;&quo;sc=&quo;daa:image/png;base64,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&quo;/&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;   若将叶轮后的空气在既不改变流速大小，又不改变流速方向的条件下收集起来，那么就有希望做到几乎无损失地收集空气。很高的气体出口速度必须在一个连接于其后的直壁扩压器中转变为静压。比起导向装置来，在直壁扩压器中，扩压过程往往容易控制。这就是说，我们只须在叶轮后面给空气提供一个收集装置。作者根据这种设想研制了螺旋形扩压器。空气进入环状空间时并不改变流向，进而向侧面滑入一个按流线螺旋角放置的倾斜腔中。如果需要的话，后面可以接一个扩压器。流线运动的螺旋角是按照环量不变定律得出的。按此定律，外面流线的角度比里面的小。对排出口要选择一个适当的平均角度。如果am为流线与轴线垂直的平面夹角的平均值，则出口宽度为：&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;                                     b=sina&l;sub&g;m&l;/sub&g;πd&l;sub&g;m&l;/sub&g;&l;/span&g;&l;/p&g; &l;p&g; &l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;这种设计特别适用于轴流通风机，图183是作者试验模型的照片。&l;/span&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;   如果蜗壳在两个轴圆筒之间的空间中沿轴线方向延伸，就得到一种有趣的结构形式。由于它是用圆柱形筒体围成，光从结构上来看，这种型式就有优点。因Cu到处相等，所以其侧壁尺寸必须与进气弧段的大小成正比加大。在计算中采用Cu的平均值。令b表示进气弧段角为φ时的蜗壳侧向宽度，h为蜗壳高度，则b=（V/c&l;sub&g;u&l;/sub&g;h）*（φ°/360）&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:16px;&quo;&g;    为了使空气在进入蜗壳时充满蜗壳到蜗壳的外径处，空气在舌头之前已经分流。因此如图181所示，在φ°角范围内流入的流量将通过整个蜗壳。由于这些蜗壳狭长的矩形截面，二次流会引起很大的损失。如果像作者建议的那样，用隔板把横向流道再进行分隔，这些损失就可以避免。为了清楚起见在图181上特将圆柱截面AB展开。利用两个如导叶的隔板使空气在离开叶轮后立即侧向分道流出，并且不受叶轮影响的被引入到一个预先经过很好的设计流道中。图181展示出了这样一种被分隔成正方形截面流道的形式。&l;/span&g;&l;/p&g; &l;p&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/1667100987768.png&quo;syle=&quo;widh:354px;heigh:558px;&quo;/&g;&l;/p&g;

&l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E9%A3%8E%E6%9C%BA01.jpg&quo;syle=&quo;widh:540px;heigh:1200px;&quo;/&g;&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;风机系统性能不佳的原因一般包括：&l;/p&g; &l;psyle=&quo;magin:0px0px0px24px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;1)&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;     &l;/span&g;出口风道连接不当&l;/p&g; &l;psyle=&quo;magin:0px0px0px24px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;2)&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;     &l;/span&g;进口气流不均匀&l;/p&g; &l;psyle=&quo;magin:0px0px0px24px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;3)&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;     &l;/span&g;风机进口处产生涡流&l;/p&g; &l;psyle=&quo;magin:0px0px0px24px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;4)&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;     &l;/span&g;实际管网系统与设计管网系统相差太大&l;/p&g; &l;psyle=&quo;magin:0px0px0px24px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;5)&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;     &l;/span&g;风机参数的裕量不合理&l;/p&g;

&l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;   当系统阻力曲线高于设计值的时候，风机的实际工作点往左上方移动，由点0到点1，会导致风机的实际压力比设计值要高，风机的实际流量比设计值要小。&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;当风机的实际压力接近风机的极限压力的时候，风机运行就不稳定，风机就会发生失速现象。&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;由此可见，风机下面的性能问题都可能是由于系统阻力过高造成的：&l;/p&g; &l;ulclass=&quo;lis-paddinglef-1&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:1.2em;ouline:0px;max-widh:100%;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;风机失速&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;风机流量不足&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;这种情况下，解决问题需要降低系统阻力，可采取下面的措施：&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;/span&g;全开系统中的风门&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;/span&g;清洗系统堵塞的情况，降低阻力&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;/span&g;检查系统漏风的情况&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;/span&g;开大风机的调节挡板&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;同理，当系统阻力曲线低于设计值的时候，风机的实际工作点往右上方移动，由点0到点2，会导致风机的实际压力比设计值要低，风机的实际流量比设计值要大。&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;这种情况下，电机可能出现过载情况。&l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;/p&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;因此，风机下面的性能问题都可能是由于系统阻力过低造成的：&l;/p&g; &l;ulclass=&quo;lis-paddinglef-1&quo;syle=&quo;magin:0px;padding-igh:0px;padding-lef:1.2em;ouline:0px;max-widh:100%;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;lis-syle-ype:squae;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;lisyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;电机过载&l;/p&g; &l;/li&g; &l;lisyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;clea:boh;min-heigh:1em;&quo;&g;风机压力上不去&l;/p&g; &l;/li&g; &l;/ul&g; &l;psyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;这种情况下，解决问题需要增加系统阻力，可采取下面的措施：&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;  &l;/span&g;&l;/span&g;减小系统中的风门开度&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;  &l;/span&g;&l;/span&g;向其他应用供风&l;/p&g; &l;psyle=&quo;magin:0px0px0px28px;padding:0px;ouline:0px;max-widh:100%;clea:boh;min-heigh:1em;colo:gb(34,34,34);fon-family:sysem-ui,-apple-sysem,BlinkMacSysemFon,&quo;HelveicaNeue&quo;,&quo;PingFangSC&quo;,&quo;HiaginoSansGB&quo;,&quo;MicosofYaHeiUI&quo;,&quo;MicosofYaHei&quo;,Aial,sans-seif;fon-size:17px;lee-spacing:0.544px;ex-align:jusify;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;&g;&l;spansyle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;fon-family:Wingdings;&quo;&g;²&l;spannew=&quo;&quo;syle=&quo;magin:0px;padding:0px;ouline:0px;max-widh:100%;box-sizing:bode-box!impoan;oveflow-wap:beak-wod!impoan;&quo;imes=&quo;&quo;&g;  &l;/span&g;&l;/span&g;关小风机的调节挡板&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;我们可以在通风机内部构成蜗壳，通过这种办法使空气围绕叶轮流动并将气流分配到叶轮的一侧或两侧。根据环量不变定律，气流速度的周向分量因此会加大，这样就会得出一种尺寸很小的蜗壳。因空气沿着圆盘以更大的速度流动，故叶轮摩擦减少，蜗壳中摩擦的作用距离也比普通蜗壳中短很多。上述原因带来的好处被由于较大的速度引起的摩擦损失的增加所抵销，究竟抵消掉多少？还说不出一个正确的数值来，对于流量系数小的叶轮，常常使用内蜗壳结构。内蜗壳除了能获得结构紧凑的装置外，还可使机壳结构做成圆柱形，这是它的优点。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;可以根据图示进行计算。首先，必须具有φ&l;sub&g;0&l;/sub&g;角度范围的这样一段舌状部分。空气将在这个角度范围中进入外矩形截面（&l;sub&g;0&l;/sub&g;&squo;-&l;sub&g;0&l;/sub&g;）（b&l;sub&g;0&l;/sub&g;+b）。此时，&l;b/&g;                                 φ&l;sub&g;0&l;/sub&g;=(c0u/c0m)（b&l;sub&g;0&l;/sub&g;+b）/bIn&l;sub&g;0&l;/sub&g;&squo;/&l;sub&g;0&l;/sub&g;&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;sub&g;对应于&l;/sub&g;φ&l;sub&g;0角范围中的流量公式Vφ0=&l;/sub&g;Vφ0&squo;/360很容易计算出来，从这个角度开始，气流排到内矩形蜗壳中，此时再使用方程进行计算，由此很容易算出内螺线。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;                                  In/&l;sub&g;0&l;/sub&g;=φ(c0m/c0u)b&l;sub&g;0&l;/sub&g;/b&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;在这种蜗壳中，气流的出口速度有时相当高，这样可能在出口处配置一只扩压器。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/1664679573497.png&quo;syle=&quo;widh:523px;heigh:332px;&quo;/&g;&l;/span&g;&l;/p&g; &l;p&g; &l;/p&g;

&l;p&g;这种情况也能作精确计算，其公式为：&l;/p&g; &l;p&g;                               d/2=φ{（&l;sub&g;0&l;/sub&g;+（d/2））V/360πc&l;sub&g;0u&l;/sub&g;&l;sub&g;0&l;/sub&g;-{φV/720πc&l;sub&g;0u&l;/sub&g;&l;sub&g;0}&l;/sub&g;&l;sup&g;&l;spansyle=&quo;fon-size:10.8333px;&quo;&g;2&l;/span&g;&l;/sup&g;}&l;sup&g;0.5&l;/sup&g;&l;/p&g; &l;p&g;因公司太复杂，不适于实际计算，而以一个简单地近似公式来代替。C&l;sub&g;u&l;/sub&g;沿径向变化为双曲线，即C&l;sub&g;u&l;/sub&g;=c&l;sub&g;0u&l;/sub&g;&l;sub&g;0&l;/sub&g;/。如果蜗壳截面直径d与蜗壳总直径相比不是太大，则圆截面上的双曲线轨迹非常平坦。假设轨迹为直线，则整个圆截面的平均速度就等于截面重心上的速度，亦即&l;/p&g; &l;p&g;                                        C&l;sub&g;av&l;/sub&g;=c&l;sub&g;0u&l;/sub&g;&l;sub&g;0&l;/sub&g;/（&l;sub&g;0&l;/sub&g;+ d/2）&l;/p&g; &l;p&g;这种假设在大多数情况下是正确的，因此我们得出&l;/p&g; &l;p&g;                                        φ/360V=π/4d2/C&l;sub&g;av&l;/sub&g;&l;/p&g;

&l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;（1）消声器长度≤1000mm。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;（2）消音器要求工艺先进，阻力损失≤300Pa，再生噪声低，流速≤15m/s；消声值≥30dB（A），设备1米外噪声值＜85dB（A），如果干扰噪声大于规定值，则卖方进行隔声处理，采取措施保证其噪声符合标准，产生的费用由卖方承担。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;（3）消音材料采用超细玻璃棉，容重35kg/m³。&l;/span&g;&l;/p&g; &l;p&g;&l;spansyle=&quo;fon-size:18px;&quo;&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/1664678628830.png&quo;syle=&quo;widh:336px;heigh:257px;&quo;/&g;&l;/span&g;&l;/p&g;

&l;p&g;&l;imgal=&quo;&quo;sc=&quo;/Public/usefiles/images/%E9%A3%8E%E6%9C%BA%E7%A0%94%E7%A9%B6%E4%B8%AD%E5%BF%83.png&quo;syle=&quo;widh:704px;heigh:444px;&quo;/&g;&l;/p&g; &l;p&g;高新技术企业，风机行业定点研究单位，为大国重器贡献力量。&l;/p&g;