wyl 发表于 2020-11-21 05:33:01

关于液压阀弹簧问题

请问各位专业人士,我查阀的规格时看见他们弹簧型号都是标的啥7.6bar(110psi),
请问这个是开启压力吗,还有弹簧刚度要怎么计算呢,是完全换向时的压力和开启压力差值计算吗
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

wyl 发表于 2020-11-21 07:32:01

求问有人知道吗?

457352604 发表于 2020-11-23 00:08:43

应该是单向阀类产品开启压力,至于弹簧刚度得结合阀的其他几何尺寸来计算

液压随记 发表于 2020-11-23 00:30:54

弹簧力与反向液压力作用面积的比叫做弹簧压力。弹簧预紧力与反向液压力作用面积的比叫做弹簧预紧压力。刚度计算用胡克定律算就行。

18222584625 发表于 2020-11-26 10:21:12

建议看看泰丰的样本,记得这个里面应该有一些吧
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