求助:自攻钉的螺胚直径是怎么计算的
小弟刚接触螺栓这一行,螺栓的底径都是有标准的,但是今天接触到一个非标的自攻钉还是ST5的,找遍标准也只找到ST4.8和5.5的,但是也让小弟发现一个问题,就是自攻钉的底径是没有的,那冷镦的时候如何设计,请教各位大哥,自攻钉的螺胚直径如何计算?谢谢!data:image/png;base64,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尺寸是这样的,是ST5的 国标没有的话,行业内应该有经验数据的。要实在查不到就用笨办法,这种搓牙的固定参数就是材料体积不变,你按你那图3D建模出来,再测下体积,再折算成圆柱体积。最终还得试加工实验,搓牙的过程可能有一定程度的拉长。 cdhcn 发表于 2024-11-19 14:56
国标没有的话,行业内应该有经验数据的。要实在查不到就用笨办法,这种搓牙的固定参数就是材料体积不变,你 ...
是个好办法,谢谢!
机械手册上可能有,或者买一个回来测量,或者问淘宝店铺的人
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