YONGBINXING 发表于 2021-5-18 08:55:39

力士乐RS多路阀问题请教

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请问力士乐RS12多路阀两片行走联间的节流孔什么作用?谢谢!

qianxu1122 发表于 2021-5-18 21:14:46

本帖最后由 qianxu1122 于 2021-5-18 21:25 编辑

具体主要是解决行走跑偏的问题

qianxu1122 发表于 2021-5-18 21:23:56

当左右行走因为流量差别出现跑偏,流量大的的一联压力会升高,高压端液压油通过这个节流孔将流量压向低压一侧,实现流量补充,左右行走会保持直线行走

YONGBINXING 发表于 2021-5-19 08:38:37

qianxu1122 发表于 2021-5-18 21:23
当左右行走因为流量差别出现跑偏,流量大的的一联压力会升高,高压端液压油通过这个节流孔将流量压向低压一 ...

液压阀试验时,出现流量差超标的都是前进,后退都满足试验要求,请问与这个节流孔有关吗?
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查看完整版本: 力士乐RS多路阀问题请教