双O型圈密封原理问题
本帖最后由 mp3jk 于 2023-2-16 21:19 编辑问题是这样的
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
如上图所示，有一个内压3MPA，O型圈1有微漏， O型圈2也有微漏
1.压力2位置经过长期放置后压力会是多高。
2.如果分析该密封结构泄漏情况，装两个O型圈泄漏量，与只装O型圈1泄漏效果会是一样的吗。
感谢各位了，谢谢！17711639381
长期放置的话，压力2应该是接近内压（基本相等）直到内压完全泄露完
两个和1个的泄漏量应该是一样的（按较小的算），可以把泄露量当成1个小孔看，多道密封增加的是可靠性 是不是O型圈压缩量不够？ 动密封还是静密封？ 密封的本质不是不泄漏，是控制能接受的泄漏量；如果控制相同的泄漏量，一道密封的话，间隙很小，压缩量大，磨损快；两道密封可以减少压缩量，而且泄漏液也可以起到润滑作用。
2011ayoon 发表于 2023-2-17 08:21
长期放置的话，压力2应该是接近内压（基本相等）直到内压完全泄露完
两个和1个的泄漏量应该是一样的（按较 ...
那这种加两道密封，风险还是比较高，因为双O型圈密封做氦检时，是无法发现两个都存在微漏的情况，无法检出。
caixun 发表于 2023-2-17 08:30
是不是O型圈压缩量不够？
采用的1.9MM O型圈，压缩量是25% ，表面粗糙度都很好， O型圈分型线存在有细微的飞边
现在泄漏量是8.0xE6 mba.L/s 要求是2.0xE6 mba.L/s（用氦气检查）
且存在氦检第一次合格，后面测试又不合格情况。
花开富贵xu 发表于 2023-2-17 08:44
动密封还是静密封？
采用的是静密封，O型圈线径1.9，压缩量25%。
实际情况漏率为8.0XE6mba.L/s(氦检），要求是2.0XE6mba.L/s
一个产品有时侯检测是合格，有时侯检测又超差了。经试验确定是一个O型圈泄漏造成，所以想再增加一个O型圈密封
如果增加O型圈，每个O型圈都有泄漏情况下，泄漏量两个O型圈与一个O型圈泄漏相同，那我多设置一个O型圈就没含义了
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