蜗牛papa 发表于 2021-7-19 22:56:27

同步带选型

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
同步带选型的时候,图里这个xh型小带轮转速3600-4800最小齿数查不到怎么办

fangyunsheng 发表于 2021-7-20 07:09:25

你还是先考虑一下,同步带能不能以这样的速度运行吧。

晓昀 发表于 2021-7-20 07:33:31

把你的计算过程发上来吧,这样描述,谁也不知道你是怎么回事选不到合适的。

wugehaoniu 发表于 2021-7-20 08:34:10

路过路过,支持支持

ExplorerEzreal 发表于 2021-7-20 11:50:03

你这设计功率得有多大?

ZHTJST 发表于 2021-7-20 12:00:14

路过

远祥 发表于 2021-7-22 02:57:22

这款用的不多

蜗牛papa 发表于 2021-7-31 10:08:59

ExplorerEzreal 发表于 2021-7-20 11:50
你这设计功率得有多大?

30KW电机1500转,想用带轮增速到4000

蜗牛papa 发表于 2021-7-31 10:29:04

晓昀 发表于 2021-7-20 07:33
把你的计算过程发上来吧,这样描述,谁也不知道你是怎么回事选不到合适的。


这是本来用22KW的,换成30KW的就要选XH型了,但是做同步带的说XH型到不了4000转
就是想用同步带增速能达到4000转就行
页: [1]
查看完整版本: 同步带选型