![塑宝隔膜泵](http://www.subaopump.cn/UpLoad/201903/2019031565237033.jpg) ![](http://www.subaopump.cn/UpLoad/201808/2018082862961249.jpg) ![](http://www.subaopump.cn/UpLoad/201604/2016042551600901.jpg)
(一)利用隔膜之前后动作使隔膜与泵头间变化造成球阀上下移动形成真空吸附与推挤现象达到液体输送的目的
1、当膜片往后拉时,出口球阀掉下与球座紧紧密合,入口球阀因膜片后拉时与泵头间产生的真空而往上浮起,液体跟着被吸上来
2、当膜片往前推时,入口球阀与球座气密,使液体不会通过,而出口因膜片往前推挤使球阀开启,液体吐出。
(二)由以上动作原理我们可简单地知道膜片、泵头、球阀球座任何一项因素造成漏气则无法达到输送的目的,或流量异常。由此断定出现故障原因为:
1、球座与球阀无法气密 2、出入口异物阻塞 3、膜片破损
![780](http://www.subaopump.cn/UpLoad/201604/2016042551692009.jpg)
![](data:image/png;base64,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)
![](http://www.subaopump.cn/UpLoad/201903/2019031565217237.jpg)
![联系塑宝](http://www.subaopump.cn/UpLoad/201812/2018121052341093.jpg)
|