上海寅翔液压 发表于 2021-3-26 13:30:37

请教一下大家一下关于压力补偿阀阀的问题。

张海平书上写着,压力补偿阀就是定压差阀。液压新手想请教大家几个问题。

1.压差一定时,是不是通过的流量是一定的。

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 能帮我详细解答一下下面四个定压差阀块的回路吗?


谢谢大家。

yangfeng 发表于 2021-3-26 22:13:19

1压差一定时,通过的流量和它的开口面积成正比。
2 没看见图。

阳光恩典 发表于 2021-4-15 16:46:56

yangfeng 发表于 2021-3-26 22:13
1压差一定时,通过的流量和它的开口面积成正比。
2 没看见图。

谢谢您,我也学习到了,哈哈哈,没图
页: [1]
查看完整版本: 请教一下大家一下关于压力补偿阀阀的问题。