siralop 发表于 2024-1-29 14:51:26

桌前一盆花 发表于 2024-1-29 11:21
好的。谢谢。我们的是绳子拉的。不是电机带动的。转速可以说是能够用眼看的见的。速度也不快的。使用时类 ...

深沟球是承受径向力、轴向力最好的之一,如果速度不快可以考虑其他轴承不过成本要高,看你这个使用管径,深沟球就OK。

庙岭叶无道 发表于 2024-1-29 15:21:41

还是鼓起勇气表达下想法,说错了就当给我这个新手鼓励吧。能否把这个想象成挖掘机结构呢,用回转支撑轴承JB/T2300-1999;把结构改改 不是还要转角度直接液压马达带齿套与带回转轴承内齿啮合转动。转多少度通过液压马达尾部带编码器回馈我觉得悬臂的挖掘机都可以承受 径向轴承载荷这个不一样吗 。   算了 我可能没读懂啥意思:shutup::shutup:

桌前一盆花 发表于 2024-1-30 09:01:03

庙岭叶无道 发表于 2024-1-29 15:21
还是鼓起勇气表达下想法,说错了就当给我这个新手鼓励吧。能否把这个想象成挖掘机结构呢,用回转支撑轴承JB ...

你好。用的是人拉为动力的。说明平时很少用。你这里一个液压马达再加上一个液压站,这些成本就够我买几套这样的机构了。谢谢你的跟帖。

damb 发表于 2024-1-30 10:56:09

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


用这种圆锥带座轴承单元


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查看完整版本: 轴承负载能力的计算求教