luojie7577038 发表于 2014-11-17 12:28:23

电力液压推动器日常怎样维护

单位最近新安装了卷扬启闭机,制动器采用电力液压推动器(以前用的是线圈抱刹制动器),请问大家:这种电力液压的推动器在日常使用过程中会出现哪些故障?怎么样去排除这些故障?日常保养需要如何去做?

型号等参数如图:

樵薪 发表于 2014-11-17 13:17:45

这东西,里面是个离心泵,可正反转,不可能有过载。油全在里面,工作过程是把油从活塞的无压力方抽过来用在出力端,反向来也是。

luojie7577038 发表于 2014-11-17 14:13:31

樵薪 发表于 2014-11-17 13:17 static/image/common/back.gif
这东西,里面是个离心泵,可正反转,不可能有过载。油全在里面,工作过程是把油从活塞的无压力方抽过来用在 ...

学习了!第一次接触,谢谢

水上漫步 发表于 2014-11-17 14:53:24

这种东西出现问题的时候很少,主要事实冬夏换油

张聋子 发表于 2014-11-17 19:35:15

里面有齿轮泵,两组吸油管,两组单向阀,同二楼。

luojie7577038 发表于 2014-11-18 09:55:06

水上漫步 发表于 2014-11-17 14:53 static/image/common/back.gif
这种东西出现问题的时候很少,主要事实冬夏换油

正常换油有年限要求吗?

水上漫步 发表于 2014-11-18 10:43:59

luojie7577038 发表于 2014-11-18 09:55 static/image/common/back.gif
正常换油有年限要求吗?

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