sanzojin 发表于 2021-4-1 14:57:35

请教一下关于二通流量阀的问题,请大佬们指教。

本帖最后由 sanzojin 于 2021-4-1 15:08 编辑

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
请教一下,二通流量阀是不是也和节流阀一样,2处压力升高,1和3处压差保持恒定。2处过高的压力 溢流阀打开从溢流阀流出。



jackfang 发表于 2021-4-2 09:21:48

力士乐的解释.。。。。

1648183658 发表于 2024-4-8 18:44:47

jackfang 发表于 2021-4-2 09:21
力士乐的解释.。。。。

这是力士乐哪一个样本里的?

zw51404 发表于 2024-4-15 09:23:08

jackfang 发表于 2021-4-2 09:21
力士乐的解释.。。。。

样本解释很详细 了
页: [1]
查看完整版本: 请教一下关于二通流量阀的问题,请大佬们指教。