wode2005dipan 发表于 2014-9-23 10:11:48

螺旋体面上的流速分析

求大神指导怎么分析螺旋体旋转时的环空流速问题。图已上data:image/png;base64,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**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新人求指导,

wode2005dipan 发表于 2014-9-23 10:12:59

为什么我发的图看不到啊
:@

小七工作室 发表于 2014-9-24 09:57:28

作为附件上传应该没有问题的
页: [1]
查看完整版本: 螺旋体面上的流速分析