果园大叔 发表于 2023-3-10 13:53:18

200KG水平移动 导轨 丝杆 伺服电机选型

导轨丝杆移动平台,丝杆直径32,导程10。150kg物体+50kg平台重量,水平移动,移动距离1200,要求速度最低120mm/s,750W三菱hg-kr73伺服电机够用不,需不需要加行星减速机,新人不太会计算,还忘大佬解答。

张慧军zhj 发表于 2023-3-10 14:01:50

网上找个计算软件就能算出来。
根据惯量公式,自己也能算出来

张慧军zhj 发表于 2023-3-10 14:03:54

这种载荷规模的,我用过90W的步进电机,根据加减速需求,选过减速机。

277741987 发表于 2023-3-10 14:05:03

算算转动惯量就知道了。以我的经验,不加减速机,你这个速度刹不住车。

LiNing_jrjub 发表于 2023-3-10 15:29:27

277741987 发表于 2023-3-10 14:05
算算转动惯量就知道了。以我的经验,不加减速机,你这个速度刹不住车。

请教大佬,为啥会刹不住车?
启动加速度和停止加速度相同的情况下,扭矩能满足加速要求,就能满足减速要求


siterkiso 发表于 2023-3-10 16:27:09


wrn 发表于 2023-3-10 16:50:13

LiNing_jrjub 发表于 2023-3-10 15:29
请教大佬,为啥会刹不住车?
启动加速度和停止加速度相同的情况下,扭矩能满足加速要求,就能满足减速要 ...

作者:qxm
链接:https://www.zhihu.com/question/41161636/answer/2422355161
来源:知乎
著作权归作者所有。商业转载请联系作者获得授权,非商业转载请注明出处。

为什么会有惯量比的这个问题?它对于运动控制系统会带来什么样的影响?这就要从关于“传动刚性”的问题说起。当运动控制传动链刚性不佳时,在驱动侧(电机侧)与被驱动侧(负载侧)之间会产生“间隙”和“弹性”效应,电机输出的驱动力传输到负载上有迟滞现象,并且在两侧之间会有一定的相对位移。在系统进行动态调整的过程中,电机需要输出扭矩,驱动负载的加减速运动,但由于电机侧与负载侧所受到的作用力的不同步,造成相互之间有一定速度差,同时由于双方之间有相对位移空间,于是驱动侧与被驱动侧会产生“弹性碰撞”。而受到这样的“弹性碰撞”的影响,驱动与负载两侧会受到大小相同而方向相反的“碰撞力”的影响并改变运动速度,同时改变双方相对运动的方向,然后在间隙空间的另一侧再次“碰撞”。周而复始,电机侧与负载侧在动态加减速运行时,不断进行着“弹性碰撞”。这些“碰撞”会给电机的运行速度和位置带来“偏差扰动”,同时这些偏差会通过电机编码器实时反馈给运控系统,系统会“本能”地对这些由于碰撞产生的“偏差扰动”进行实时调整。之所以说是“扰动”,是因为这些偏差本身并不是真实的负载位置和速度误差,而是由于上述频繁的“碰撞”改变了电机的运行状态而产生的“额外”的误差。前面说的“弹性碰撞”这个词,是不是好熟悉的样子?对哦,在中学物理有教过弹性碰撞的几个定律的,什么动量守恒定律、能量守恒定律啥的......不过呢,这些定量的运算和分析,咱在这就不用费那个劲烧脑了,直接说最关键的定性结论吧。在弹性碰撞过程中,如果物体质量(惯性)越大,其碰撞后的运动状态改变越小,反之质量越小,碰撞带来的运动状态改变越大。换言之,物体质量(惯性)越大,在碰撞中更容易保持接近原有运行状态。对于运控应用而言,如果系统惯量比大,就意味着电机惯量较小,那么在非刚性的弹性传动系统的动态加减速运动过程中,由于间隙和弹性效应产生的电机侧与负载侧的“弹性碰撞”,会对惯量较小的电机的运行状态产生较大的“扰动”,这就直接增加了系统控制调整的难度,轻则影响控制精度,严重的可能造成电机的抖动甚至系统的振动和崩溃。在这种情况下,我们通常的做法,就是降低运控系统的频率响应值(增益),而此时的系统动态响应性能自然也就随之下降了。反过来,较小的惯量比,意味着相对较高的电机惯量,在上述的“碰撞”过程中,其运动状态受到的“扰动”也就相应的小了,这样运控系统控制调整的难度就降低了,更容易让电机和系统达到比较稳定的运行状态,自然也就能够较好的确保其控制精度。所以,惯量比的问题本质上是由于动力源与负载之间的非刚性传动连接而带来的,它其实是关于在运动过程中“以谁为主”的问题。如果选择使用较大的惯量比,那么意味着电机驱动力将更多的作用在自身的运动上,而受到相对较小的负载扰动,而系统运动状态更多的以电机为主。从对系统把控力度方面看,这当然是我们更希望的。那么是不是说,在刚性传动系统中,就没有惯量比的问题了呢?这个问题比较复杂,因为事实上并不存在绝对的刚性传动,只要驱动力和加速度足够大,任何传动连接都是“软”的。不过,有一点是肯定的,如果系统传动刚性越大,就能够使用更大的惯量比匹配。比如我们谈到“直接驱动电机”。


刘火火 发表于 2023-3-10 17:30:28

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

素笺淡墨 发表于 2023-3-10 17:55:55

你这速度加个三倍减速机都能满足。

zjhcnsod 发表于 2023-3-11 14:37:42

忘大佬,大佬忘
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查看完整版本: 200KG水平移动 导轨 丝杆 伺服电机选型