工程图标尺寸的无法选择
一直都是用CAD出工程图,最近用SW做,发现一个新奇的问题:在标注尺寸的时候,如果是倒角边,就非常难选,有时候怎么也选不了,其他的边暂时没有这个问题。
看图片,圈起来的地方是倒角,标尺寸肯定是选红色圈起来的边,但是这个地方只能选蓝色圈起来的边,
放大缩小,都试过无数次了,有时候能选到,大部分时候还是很难选到。
有大佬遇到过这个问题吗?
PS:排除个人水平问题,我问过同事了,他们都不画倒角的,所以没有这个问题,而且我的问题他们也不知道怎么弄。
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
attach://548468.png
图片怎么没有了? 感觉你是动态高亮没开,你试试。
来学习
芙蓉江璐 发表于 2023-6-23 10:09
感觉你是动态高亮没开,你试试。
刚看了一下,这个地方默认是打勾的。
新发现,这个问题只存在重叠面上的倒角,
就是一块平板倒角,没有这个问题,
如果是有重合的台阶面,比如两块板焊接在一起,倒角边就选不到了。
在技术要求里面加上未注倒角C某,或者手动添加注释:菜单栏注解→注释→键入“C某”→左边引线选择引线,引线样式选择无→移动注释到合适位置 trongtrongtrong 发表于 2023-6-26 10:34
在技术要求里面加上未注倒角C某,或者手动添加注释:菜单栏注解→注释→键入“C某”→左边引线选择引线,引 ...
现在这个论坛都沦落到这种水平了嘛?????
可以上传一下相关文档嘛?
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