Sun_Tomorrow 发表于 2018-12-21 12:30

求助,锅炉引风机电机驱动端轴承问题


电机位号:5217BL006
电机厂家:上海电机
电机型号:YXKK630-6-900KW10KV IP54
电机转速:960r/min
电机驱动端轴承:SKF NU234
情况描述:11月中旬,监测人员在执行月计划监测时发现电机的驱动端轴承加速度包络值升高明显(振动速度变化不明显,数值较低),并伴有周期性的中频异音(不确定是否来自轴承),故从11月19日开始进行使用SKF Microlog GX分析仪开始采集数据及频谱.目前状态是润滑降低加速度包络值,但12小时左右会再次上升,问题能否坚持到2019年1月3日的检修,因为它停下会影响到锅炉!具体如下:

[*]电机驱动端水平加速度包络监测结果及趋势:(从13日开始每天两次,第一次润滑前,第二次润滑后,19日全天未润滑,每次加脂10-15g,温度监测75度以内)data:image/png;base64,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


2.电机驱动端水平加速度包络谱:



3.电机驱动端水平速度频谱:


4.电机驱动端水平速度波形:






由于本人水平有限,望见谅,求助大家帮忙看下问题,以及能否坚持到检修期!

Sun_Tomorrow 发表于 2018-12-21 12:32

我晕 ,图片喘不上来,这个帖子删了吧,我在整理
页: [1]
查看完整版本: 求助,锅炉引风机电机驱动端轴承问题