钣金展开
本帖最后由 祥伟88 于 2022-1-27 09:38 编辑行业新人请教下，这个钣金件怎么展开，展开后材料都有干涉，
或者高手说下拿到这个图纸至出成品的整个专业流程
data:image/png;base64,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
是会干涉，内凹的直角那里看能不能处理一下，焊接补齐 建议那个小直角用焊接的 焊接的吧 用张纸折折看就明白了 这种方式的折弯，材料本来就是不够的。内部的这个直角，可以先通过边线法兰做好，然后展开命令，在平面上画45°交的直线，切除材料，再折叠。另一边同理这样做。最后再制作另一个零件来补焊这一个空缺。 不离上师 发表于 2022-1-27 14:07
这种方式的折弯，材料本来就是不够的。内部的这个直角，可以先通过边线法兰做好，然后展开命令，在平面上画 ...
:victory: 感谢各位， 让设计人员重新改
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