求教分析下受力
阀门的模型，按下图，整体压力105MPa，两个密封圈之间没压力，此时两个阀座的受力分析？data:image/png;base64,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超高压阀门啊，，，，， 学过理论力学没，内力不改变物体运动状态。 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图片没加上
怎么上传图片 添加图片 平板闸阀啊，怎么可能承受那么高压力，是不是单位是kg/cm²。 东海fyh126 发表于 2024-8-14 16:02
平板闸阀啊，怎么可能承受那么高压力，是不是单位是kg/cm2。
不管压力多大，主要是受力分析
梯度插入法计算 Bycdgking 发表于 2024-8-14 19:32
梯度插入法计算
如何分析，求教大神指导
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