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LS-DYNA怎样让水射流中磨料不变形(HJC材料)

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发表于 2019-1-15 20:04:33 | 显示全部楼层 |阅读模式 来自 重庆
悬赏10仿真币未解决
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

 楼主| 发表于 2019-1-15 20:06:11 | 显示全部楼层 来自 重庆
Simdroid开发平台
怎么发出来是乱码
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 楼主| 发表于 2019-1-15 20:12:27 | 显示全部楼层 来自 重庆
本人扣扣1154846906,发邮件或者加好友都行
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 楼主| 发表于 2019-1-15 20:15:09 | 显示全部楼层 来自 重庆
求解答
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 楼主| 发表于 2019-1-16 09:44:29 | 显示全部楼层 来自 重庆
没人吗
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发表于 2024-3-27 20:13:10 | 显示全部楼层 来自 重庆
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