偏置曲柄滑块电机转矩计算
本帖最后由 fggcfhc 于 2024-2-5 18:41 编辑data:image/png;base64,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请问一下大家,我现在有一个偏置曲柄滑块机构,偏距25mm,曲柄长度135mm,连杆长度175mm,滑块质量2kg,曲柄旋转速度30r/min,电机轴直接连接曲柄,怎么算带动这个机构的电机需要的力矩啊,谢谢。
如果数学不咋的,用motion
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