kinling
发表于 2023-3-23 13:10:16
lgc9900 发表于 2023-3-23 11:41
我猜你想要的不是丝杠计算,而是轴的承重会不会变形的问题。
感谢你的回复和解答,因为有一个项目丝杠太长了,担心丝杆的强度,所以想要找到校核丝杠强度的方法
kinling
发表于 2023-3-23 13:14:58
kinling 发表于 2023-3-23 10:52
感谢大佬的指导,有没有指导一个丝杆拉力5吨,然后指导丝杆的导程0.016,丝杆的长度5m,然后反过来计算丝 ...
机械设计手册 化学工业出版社 第三版里面,我实在是找不到T型丝杆计算直径的地方
hl90
发表于 2023-3-23 13:24:49
这么大的行程,这么大的负载,精度不考虑了,你确定螺母受的了?
不用齿轮齿条?
kinling
发表于 2023-3-23 13:26:48
lgc9900 发表于 2023-3-23 09:38
非要手算的话,机械设计手册里面就有现成的公式。
另外,善用工具。
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计算直径直接和长度没有关系,我不知道哪里出了问题
大馒头CC
发表于 2023-3-23 14:07:56
可以参考下:
kinling
发表于 2023-3-23 14:47:34
大馒头CC 发表于 2023-3-23 14:07
可以参考下:
非常感谢 ,就是需要这样的例子 我研究一下
lgc9900
发表于 2023-3-23 14:54:17
kinling 发表于 2023-3-23 13:26
计算直径直接和长度没有关系,我不知道哪里出了问题
那个只是计算丝杠本身是否能推动这么大的质量,这里的丝杠仅仅是指螺纹的部分。
而你所说的明显就是整个轴是否会变形的问题。
这2个根本就不是一回事,所以你在丝杠计算里面是看不到长度的,
举个例子,假设20X5的丝杠能驱动100KG的物体,难道1米的时候能驱动,10米就驱动不了啦???
这么简单的道理还要怎么说?
kinling
发表于 2023-3-23 15:19:55
lgc9900 发表于 2023-3-23 14:54
那个只是计算丝杠本身是否能推动这么大的质量,这里的丝杠仅仅是指螺纹的部分。
而你所说的明显就是整个 ...
你解释得非常棒,后面需要整个轴的强度校核对吧
kinling
发表于 2023-3-23 15:27:29
kinling 发表于 2023-3-23 15:19
你解释得非常棒,后面需要整个轴的强度校核对吧
那么现在有个新的问题,丝杠的直径到底通过哪里来计算得到,通过螺杆受到的扭矩,来计算杆的最小截面积,然后求出直径吗
kinling
发表于 2023-3-23 15:28:41
lgc9900 发表于 2023-3-23 11:41
我猜你想要的不是丝杠计算,而是轴的承重会不会变形的问题。
刚刚那样计算的是螺牙的直径,那么怎么来计算丝杆的直径呢