求助——同步轮齿槽数据
在手册上找不到2GT的数据,在网上翻找之后发现,2GT的数据一直缺齿槽的直径数据,通过米思米的模型测出的齿槽直径是0.675mm想问问各位大佬,这个2GT的齿槽数据是怎么来的,或者有什么标准本帖最后由 枭枭冲 于 2024-10-30 14:21 编辑
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
我的想法是去看同步带齿形 本帖最后由 学者11 于 2024-10-30 15:24 编辑
https://blog.csdn.net/LostSpeed/article/details/130987263
这个页面时关于这个齿槽半径数据似乎与你的数据不一样。
另外GT (Gates Tooth) 型由盖茨公司开发的一种高性能同步带,拥有独特的齿形设计,以提高承载能力和降低噪音。
http://www.kaijiedl.com/product/108.html
随手一搜……还真搞不懂为啥同步带这么多型号
设计手册不都是周节制,模数制
同步带这么多讲究吗 来自何方 发表于 2024-10-30 15:02
我的想法是去看同步带齿形
手册上是没有2gt的同步带齿形
页:
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