工程图里如何实现外壳透明(虚线表示)
比如一个箱子里很多零件，想虚线表示箱子，不是隐藏零件，其余零件消除隐藏线形式显示在零件图里调整透明度 hyx2581795030 发表于 2022-1-11 17:25
在零件图里调整透明度
但凡出张图你也不会这么胡说
调整透明度后再工程图视图样式里选带边线上色，凑活用吧。 外壳透明不能用虚线吧，双点线也可以。 视图中的显示样式设置为线架图，然后把箱子的线型改为虚线 醉生梦 发表于 2022-1-12 08:08
视图中的显示样式设置为线架图，然后把箱子的线型改为虚线
这样其余零件就不能消隐了
看了楼上哪些回答，真不知道平时是怎么出图的。。。。。
1.把实体外壳设置为封套；
2.在工程图里面把视图设置为显示封套。
只要你的solidworks工程图定义没问题，就能把外壳显示为双点划线！ 本帖最后由 Fussy46 于 2022-1-12 09:02 编辑
ziteng0826 发表于 2022-1-12 08:32
看了楼上哪些回答，真不知道平时是怎么出图的。。。。。
1.把实体外壳设置为封套；
可以实现不遮挡内层的零部件吗？下面的两种情况结合一下
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data:image/png;base64,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
ziteng0826 发表于 2022-1-12 08:32
看了楼上哪些回答，真不知道平时是怎么出图的。。。。。
1.把实体外壳设置为封套；
封套的外壳能出现在明细表中吗
页:
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