亦涵Y 发表于 2024-1-5 13:03:58

动密封粗糙度以及平面度多少气密性最佳?

data:image/png;base64,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如图所示紫色面RA0.8平面度0.02,当右边密封板靠紧,可以实现气密吗?

ROTOFLUXCHINA 发表于 2024-1-5 13:31:33

右边是O型圈的话,应该可以,只是不知道气体有没有腐蚀性以及相对有没有摩擦运动等实况。

长涯 发表于 2024-1-5 13:39:30

http://www.doc88.com/p-0953260504887.html

亦涵Y 发表于 2024-1-5 13:44:37

ROTOFLUXCHINA 发表于 2024-1-5 13:31
右边是O型圈的话,应该可以,只是不知道气体有没有腐蚀性以及相对有没有摩擦运动等实况。

有腐蚀气体,温度200℃

旋转接头绘图 发表于 2024-1-5 14:24:39

这个介质和温度最好 用包覆圈,O型圈寿命不长,除非用全氟醚的,但是价格贵,

siralop 发表于 2024-1-5 14:27:03

长涯 发表于 2024-1-5 13:39
http://www.doc88.com/p-0953260504887.html

所有的机械设计源于标准,做设计在经验有限的情况下,第一要想的就是查标准

ROTOFLUXCHINA 发表于 2024-4-15 08:39:26

亦涵Y 发表于 2024-1-5 13:44
有腐蚀气体,温度200℃

有腐蚀,而且高温的话。O型圈肯定不行。
耐高温的FFKM估计还能用。
页: [1]
查看完整版本: 动密封粗糙度以及平面度多少气密性最佳?