348693025 发表于 2022-3-30 20:55:03

同步带传动

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现在导轨和滑块已经选择完成现在就是要设计他这个左右两边的同步带轮和同步带,以及怎么固定在左右两边,感谢友友

晓昀 发表于 2022-3-31 07:42:22

平键+轴端挡板进行同步轮的轴向定位。顶丝+顶丝孔对同步带用于小功率同步轮传动(此种方式不适合频繁正反转的场合)。还有可以使用卡簧、挡圈或者螺母等限制轴向窜动,这种结构用于轻载的场合。

采用胀紧方式套方式能可靠传递正反转的扭矩。

348693025 发表于 2022-3-31 15:50:05

感谢友友

348693025 发表于 2022-3-31 15:51:08

晓昀 发表于 2022-3-31 07:42
平键+轴端挡板进行同步轮的轴向定位。顶丝+顶丝孔对同步带用于小功率同步轮传动(此种方式不适合频繁正反转 ...

非常感谢

远祥 发表于 2022-4-3 12:17:12

可以的

张zzy 发表于 2023-3-4 17:25:22

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