这标注感觉有问题
2*1/4螺纹标注缺前面字母吗?深度是15。缺啥字母?两个1/4的螺纹,深度15,这信息还不够么? 确实缺点,没写螺纹标号 sunbetterwu 发表于 2021-11-11 15:32
缺啥字母?两个1/4的螺纹,深度15,这信息还不够么?
没给出螺纹牙形
技术要求里面有规定螺纹相关要求吗?比如螺纹参考xxx标准之类的话 1/4前面应该要加个牙型吧 缺螺纹特征代号。 楼主没错。给出螺纹代号或者标准号就可以。 注册机007 发表于 2021-11-11 16:08
技术要求里面有规定螺纹相关要求吗?比如螺纹参考xxx标准之类的话
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你看看这个是吗‘
魍者归来 发表于 2021-11-11 15:57
没给出螺纹牙形
问题是客户也不太懂,属于中间商
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