XC99FENG 发表于 2024-11-1 13:54:49

求助:螺旋角相关计算

本帖最后由 XC99FENG 于 2024-11-1 13:58 编辑

如图示:已知螺旋角,怎么计算螺旋槽的导程?有没有相关的便捷的计算程序可提供?
谢谢~~~

DaedraMech 发表于 2024-11-1 14:28:08

把单圈螺纹抻开,导程P=pi*d*tanα
(d螺纹公称直径,α螺纹升角)

张慧军zhj 发表于 2024-11-1 16:34:44

拿一张纸,拓印螺旋槽,拿出来,测量轴向多点距离,得到的平均值,基本就是导程。
这种办法,一般用于现场测绘。

XC99FENG 发表于 2024-11-2 15:50:41

DaedraMech 发表于 2024-11-1 14:28
把单圈螺纹抻开,导程P=pi*d*tanα
(d螺纹公称直径,α螺纹升角)

图中这个是多少?

XC99FENG 发表于 2024-11-2 15:51:27

张慧军zhj 发表于 2024-11-1 16:34
拿一张纸,拓印螺旋槽,拿出来,测量轴向多点距离,得到的平均值,基本就是导程。
这种办法,一般用于现场 ...

只有图没有实物。

广阔天地M 发表于 2024-11-2 20:25:58

data:image/png;base64,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

清风12138 发表于 2024-11-4 17:04:25

DaedraMech 发表于 2024-11-1 14:28
把单圈螺纹抻开,导程P=pi*d*tanα
(d螺纹公称直径,α螺纹升角)

把单圈螺纹抻开的长度会大于周长吧

清风12138 发表于 2024-11-5 10:18:02

本帖最后由 清风12138 于 2024-11-5 10:23 编辑

清风12138 发表于 2024-11-4 17:04
把单圈螺纹抻开的长度会大于周长吧
想差了,当我没说过:L

XC99FENG 发表于 2024-11-7 10:06:06

DaedraMech 发表于 2024-11-1 14:28
把单圈螺纹抻开,导程P=pi*d*tanα
(d螺纹公称直径,α螺纹升角)

导程P=pi*d*tanα中的:pi,d分别指什么?α就是44°螺旋角吗?求明示~
页: [1]
查看完整版本: 求助:螺旋角相关计算