qiuhongj 发表于 2021-8-28 13:42:34

这图纸中的270HV3是什么意思?硬度吗?后面的0.1+0.1 Nht,又是什么?

本帖最后由 qiuhongj 于 2021-8-28 13:45 编辑

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
请社友帮忙,这表示的是什么?NITRATED:270HV3, 0.1+0.1Nht
                                             NOT PAINTED

sunbetterwu 发表于 2021-8-28 15:22:11

测试方法,好像是压入深度吧

黄老邪zp 发表于 2021-8-28 17:37:13

维氏硬度

2011ayoon 发表于 2021-8-28 20:23:17

本帖最后由 2011ayoon 于 2021-8-28 20:43 编辑

维氏硬度 HV3表示用3kgf的载荷测试的数值,270HV大约相当于26HRC
0.1+0.1nht no painted 可能是表示(纳米)压痕测试0.1深度无压痕

远祥 发表于 2021-9-1 04:43:31

学习了
页: [1]
查看完整版本: 这图纸中的270HV3是什么意思?硬度吗?后面的0.1+0.1 Nht,又是什么?