王wwj90 发表于 2019-6-6 12:55:56

3.3中内螺纹牙剪切破坏公式是不是错了?公式3.12中有一个τn/τb

lindeijun1 发表于 2019-7-3 11:03:56

先收着,感谢楼主分享!!

新手KLAFing 发表于 2019-8-4 17:22:16

真是本好书,谢谢分享

神经质三姐夫 发表于 2019-8-5 19:54:16

收藏了,谢谢,正在学习中

国艳东 发表于 2019-8-5 23:48:44

没看过

langvouager 发表于 2021-9-30 10:03:02

求教

琉浪天涯 发表于 2022-11-2 09:27:29

琉浪天涯 发表于 2022-11-2 09:37:31

hahacaijixiong 发表于 2016-8-18 10:27
这本书非常好,我也是在前几年才找到,视为珍宝。通读过几遍,有一半多公式我跟着重新推导过(到第七章螺纹 ...

data:image/png;base64,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问个问题,如果不是对称的三角螺纹,比如一面是10度的,一面是30度的,如何计算呢?

何呵呵hh 发表于 2023-7-11 08:43:35

好书

横立山 发表于 2024-4-11 23:40:00

感谢楼主,一直在寻找的经典著作
页: 1 [2] 3
查看完整版本: 《螺纹联接的理论与计算》【日】山本晃 著