陈全 发表于 2016-12-30 14:20:43

用公式套:lol

散步的鱼呀 发表于 2017-3-18 22:06:50

陈李 发表于 2016-12-28 16:47
1.滚珠丝杠及电机选型计算
1.1 确定滚珠丝杠副的导程
根据电机额定转速和X向滑板最大速度,计算丝杠导程 ...

这个是在哪里看的,能分享下吗?

只有快乐 发表于 2017-5-11 21:31:03

找个专业的样本看看就知道了

13407426801 发表于 2018-9-19 15:42:01

求楼主赐教

胡泊 发表于 2018-11-28 20:51:28

我也想要

枫叶红123 发表于 2018-11-29 21:50:25

学习了

机械宫城时 发表于 2020-7-4 22:47:30

好的,受教了

hanjia 发表于 2024-2-15 22:07:32

陈李 发表于 2016-12-28 16:47
1.滚珠丝杠及电机选型计算
1.1 确定滚珠丝杠副的导程
根据电机额定转速和X向滑板最大速度,计算丝杠导程 ...

这个减速比为什么是在分母上data:image/png;base64,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

hanjia 发表于 2024-2-18 13:15:42

这个减速比为什么是在分母上

tqz123 发表于 2024-5-29 13:53:07

学习一下
页: 1 [2] 3
查看完整版本: 求助大侠:滚珠丝杆选型计算