求助:滚齿的计算
小弟遇到一个问题,客户要求滚直纹外径是11.6,齿数是33齿,齿的参数如图,要计算出滚齿前的胚径,是如何算出来的,求各位大神指点,非常感谢!data:image/png;base64,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到底是齿轮 还是直纹? 599142655 发表于 2024-12-2 14:34
到底是齿轮 还是直纹?
是直纹的的,但是是滚出来的。
这是直纹的参数 这东西既然属于滚花的一种,显然不应该叫滚齿。滚齿是一种专门的工艺,不能适用名词。 学者11 发表于 2024-12-2 15:21
这东西既然属于滚花的一种,显然不应该叫滚齿。滚齿是一种专门的工艺,不能适用名词。
嗯嗯,学到了,这块确实不太了解
用相应的直纹滚刀就行了 卢Tiger 发表于 2024-12-2 15:37
用相应的直纹滚刀就行了
关键是不知道做直纹前的毛胚是多大的尺寸
只要加工出来就行了吧。还要指定滚齿? 在刀具上测量一下齿距,最好在万工显上测量,粗略的就用卡尺多测量几组齿,求一下平均值,然后把计算得到的值除以圆周率,得到近似的模数,根据齿数加1或者加2后乘以模数,就是近似的外圆直径了。
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