giants 发表于 2021-8-13 11:45:05

应该是非标行业吧,这样出图的多了去了,另外感觉很容易看懂呀,上面几位大佬说的剖视图,非标行业这种腰型孔我没见过剖视的,需要新作个剖视图,太慢了

南山樵子* 发表于 2021-8-13 11:57:25

为啥这么多人主张剖视啊我觉得这样挺好啊,碰上那种多种不同尺寸的孔在一个平面的,剖视的话真的是剖的让人怀疑人生啊

176058249 发表于 2021-8-13 12:37:08

看不懂,会被钳工骂死的。

tianji2wn 发表于 2021-8-13 12:47:40

符合制图标准,挺好用啊。说剖视图的,图面哪有那么多精力和空间为了个U槽去搞剖视图

chaozhan1992 发表于 2021-8-13 14:03:03

标注少就剖一下,如果标注得慢慢的 尺寸很多,那就这样

oldpipe 发表于 2021-8-13 14:38:26

图纸是工程师的语言,说话是为了让别人理解你的意思,最简单的办法就是遵守约定俗成的规则,别出心裁,胡编乱造出自己的规则,属于没事找抽型的。

461282949 发表于 2021-8-13 15:32:57

你这个看的老费劲了,还要算来算去。标孔距不好嘛!

远祥 发表于 2021-8-13 16:51:18

可以看懂的,现场有些不好说话的师傅,会吊你两句的

俺老孙来也 发表于 2021-8-14 09:06:38

类似这种剖视图不香吗?个人觉得,你可以两种都出一份,然后拿给车间师傅看一下,他们更接受哪种?多问几个师傅
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

妖洞两拐 发表于 2021-8-14 09:20:16

没有这么标的,要多个视图结合,不用非得一个视图表达尽量多的内容,这是不合理的,多看看机械制图书
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