轴的长径比如何确定
本帖最后由 LitCUI 于 2023-9-5 13:46 编辑求助,大佬们,现需要一根长3.5m的轴连接两个同步带轮,轴的直径多少能保证正常运行,带轮内孔直径是17mm,入行三个月,望各位大佬指导给小弟长点经验,万分感谢!!!:handshake
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感谢各位大佬,问题已经解决了,我把一根长轴分为两根,中间又加了联轴器和轴承支撑。 目前用的直径30mm的,如果改成两根短的用联轴器连接效果会好吗 这个应该给出对应扭矩要求吧 这么长,材料是关键 路人丙 发表于 2023-9-5 14:21
这个应该给出对应扭矩要求吧
扭矩10牛米,按照机械设计手册算的最小直径是12.6
卖V导轨V丝杆 发表于 2023-9-5 14:27
我们销售的滚珠丝杆是1比60,如果按你现在选的30外径肯定是不行的,会出现抖动 。可参考下
好的,谢谢,我找找看看
fanxx2000 发表于 2023-9-5 14:28
这么长,材料是关键
公司一般都用45钢
不考虑形变,45号钢,按机械手册设计就够用,不放心可以加支撑结构,如在机动车的刹车连接处等都采用细长杆联动 扭矩确定最小轴直径。不过楼主的轴太长了,加工是个问题,而且转动时,因为自重形变在旋转时还会产生离心力,速度越大形变越厉害。上层楼的前辈说的用联轴器,减少轴长和形变