各位大大,谁知道图纸上字母LD含义?
本帖最后由 湛蓝的星 于 2021-7-19 10:15 编辑螺纹孔的形位公差上标上“LD”,哪位大大知道这个“LD”含义?data:image/png;base64,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
当以螺母小径作为被测要素或基准要素时,应在框格下方或基框格加注LD 谢谢
GB/T 1182—1996 |侯呆呆发表于 07-19 04:33当以螺母小径作为被测要素或基准要素时,应在框格下方或基框格加注LD给赞,学习了 学无止境啊! 冷知识
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