不喝粥吗 发表于 2024-1-22 16:07:00

同步带压轴力怎么求?


大哥们data:image/png;base64,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单侧同步带的压轴力好求,那双侧呢?
如果双侧同步带轮力大小都一致,还都水平,是不是可以近似理解为没有压轴力?

斯文棒棒 发表于 2024-1-22 17:34:36

力平衡,但力矩不平衡,会产生一力偶。

玉哥Py010 发表于 2024-1-23 01:00:15

同问:)
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查看完整版本: 同步带压轴力怎么求?