lwy4558 发表于 2019-11-18 11:09:47

关于SWsimulation分析施加载荷的疑问

data:image/png;base64,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

如图所示,请问,假如受垂直向下的力有2000N,那么是每个面受2000N还是两个面的合力是2000N?
请各位专家解答下,谢谢。




62762457 发表于 2019-11-18 11:09:52

谢谢楼主

7856785 发表于 2020-1-6 12:40:41

很棒,继续加油

wiule285690092 发表于 2021-11-30 17:23:12

今天的心情很不错啊

yanxingjian 发表于 2021-12-3 04:37:53

这么版块的帖子越来越有深度了!
页: [1]
查看完整版本: 关于SWsimulation分析施加载荷的疑问