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hfss里边角怎么画
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hfss里边角怎么画
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shine1899
UID :108248
注册:
2013-05-21
登录:
2013-06-06
发帖:
5
等级:
旁观者
0楼
发表于: 2013-06-05 22:39:25
此悬赏帖已过期
最佳答案:10 rf币
,
[img]data:image/png;base64,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kovic
返朴归真
UID :33860
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2009-05-28
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1楼
发表于: 2013-06-08 16:43:42
图片挂了
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西电微波
UID :107267
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2013-04-25
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2楼
发表于: 2013-06-08 19:17:28
恩 看不到图
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huanhuankid
UID :74944
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3楼
发表于: 2013-06-14 15:54:25
画三角形然后减去就可以了,,,是不是这个意思
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wkf117
UID :1317
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4楼
发表于: 2013-06-20 14:10:30
不一定要用hfss画,可以用别的软件画完导入
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