请大佬看看，这个O形圈是什么型号
本帖最后由 机械学徒96 于 2021-4-1 12:59 编辑data:image/png;base64,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
静密封用截径8的O形圈
我算的是 内径815*8 和内径865*8
这样可以吗
O形圈什么标准？怎么有φ8的？怎么计算的，计算过程有吗 8的压缩量有点大
这个是有标准的，你去查手册吧 尺寸太大了没有标准这上一个维修的活，尺寸是我自己测量的，客户也发来了O形圈，长条形的，一条线径8，长2827，一条线径8，长2660，让我们怎么接，
领导说这O形圈质量差，换氟橡胶的，真的买成品
O形圈尺寸是用压缩率和伸缩量算的
这是个维修的活，尺寸是我自己量的，客户发来了O形圈是长条的，一条线径8长2827，另一条线径8长2660，让我们自己接
领导说这O形圈质量差，我们买成品，氟橡胶的
计算是根据O形圈 压缩率和拉伸量1.04算的，
这个尺寸太大了，没有标准
又查了秦大同板手册 有一条说 O形圈内径越大，拉伸量要取小，拉伸量1.01算的:'( 新人 ，第一次用，这个 延迟这么高吗:o 3983596 发表于 2021-4-1 14:24
O形圈什么标准？怎么有φ8的？怎么计算的，计算过程有吗
这是个维修的活，尺寸是我自己量的，客户发来了O形圈是长条的，一条线径8长2827，另一条线径8长2660，让我们自己接
领导说这O形圈质量差，我们买成品，氟橡胶的
计算是根据O形圈 压缩率和拉伸量1.04算的，
这个尺寸太大了，没有标准
又查了秦大同板手册 有一条说 O形圈内径越大，拉伸量要取小，拉伸量1.01算的:'(
本帖最后由 3983596 于 2021-4-1 17:34 编辑
拉伸量可以取不拉伸或少拉伸，压缩量要取准确些，按照压缩18-25%就可以的，端面的静密封压缩量可以大些，本着宁可压扁也不能漏的原则，选择标准线径O圈时，应按照线径公差的下限值计算压缩量，否则容易掉坑。 O型圈和O型圈沟槽不要随意设计，老老实实按手册或者样本推荐尺寸设计，否则，漏气漏油，你没发收场。