旋旋zai
发表于 2021-12-27 08:14:38
让我想到了指南针
z424385518
发表于 2021-12-27 08:35:22
hxt610 发表于 2021-12-27 06:16
像这样,用链轮或齿形带
顶一手
雪舞枫
发表于 2021-12-27 09:06:47
同意九楼,也可以把皮带换成齿轮,米思米上这两种案例都有的可以看下
chenbaoche
发表于 2021-12-27 09:21:07
魍者归来 发表于 2021-12-26 17:24
条件不足。工况是限定旋转圈数、旋转时间还是其他的变量?启停的条件是什么?
就是电机启动,时间不定,转5-6分钟左右,再停止就可以了,零件有200多斤,转速不高,一分钟几转
寰宇无人
发表于 2021-12-27 09:36:08
chenbaoche 发表于 2021-12-27 09:21
就是电机启动,时间不定,转5-6分钟左右,再停止就可以了,零件有200多斤,转速不高,一分钟几转
那就按5#的呗,装个开关
chenbaoche
发表于 2021-12-27 09:55:01
陈大饼吖 发表于 2021-12-26 22:28
一个物件,旋转360度,不还是原来那个位置,那个放置角度?
电机启动转动一段时间后停下来应该不一定会刚好在启动位置吧
chenbaoche
发表于 2021-12-27 10:36:54
hxt610 发表于 2021-12-27 06:16
像这样,用链轮或齿形带
能说详细点吗
hxt610
发表于 2021-12-27 13:53:06
chenbaoche 发表于 2021-12-27 10:36
能说详细点吗
200Kg,用链轮或者齿形带可能不行。
13楼@雪舞枫
说得对,用齿轮。
chenbaoche
发表于 2021-12-27 14:49:52
hxt610 发表于 2021-12-27 13:53
200Kg,用链轮或者齿形带可能不行。
13楼@雪舞枫
说得对,用齿轮。
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零件放上去时缺口对着人,然后跟着转台一起旋转,等停下来时还是缺口对着人,我没有太理解这个行星齿轮的方式
尹志春
发表于 2021-12-27 21:15:28
没有轴向负载用个步进电机,86步进12N扭力,直联,定位精度很高成本500