各位!SW能否画出直角弯的钣金
如图,我想用钣金方式将下面的直角弯草图部分做出来,需要能展开。试了好多命令都不行哦现实的加工时需要数个等角的缺口以保证成型的圆整。现在SW软件我不能实现这个展开了,哪位大神帮帮忙啊
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
貌似今天好多人都木有上班啊,还在休假中。可怜我都上班了 图呢
一般这类东西都需要放样折弯 tmouse416 发表于 2013-10-4 14:42 static/image/common/back.gif
貌似今天好多人都木有上班啊,还在休假中。可怜我都上班了
:L我也在上班,, 补图
直接用SW的钣金做不就行了么 很容易的嘛
还有你那个“现实的加工时需要数个等角的缺口以保证成型的圆整”
我理解是气割割上几个三角缺口,大锤伺候就成了,是这个意思么?你的意思就是想把那几个缺口画出来?
这个……属于装配了,一段一段也是直的了
类似于大型非标管道的虾米管、90°弯头那种组合方法,
如果是这样还需进一步讨论, 现实中谁敢如楼上建模制造管道,老板不掐死你的。 data:image/png;base64,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