wjb6429 发表于 2022-3-31 19:07:29

从动轮传动,电机功率计算

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
各位大佬谁知道多从动轮传动,需要使用的电机功率怎么计算。条件是这样的,速度要求25m/min。主动轴径86,皮带宽度1160,皮带重量8.93Kg,负载空载。电机链条传动,齿轮1:1。需要多大的电机。

晓昀 发表于 2022-3-31 21:23:51

前面是皮带传动,后面又是链条传动,没看懂楼主的意思。

皮带也罢,聊天也罢,带动的最终负载是什么?最终负载的转速和扭矩是多少?

wjb6429 发表于 2022-3-31 23:04:14

|晓昀发表于 03-31 21:23前面是皮带传动,后面又是链条传动,没看懂楼主的意思。<br>
<br>
皮带也罢,聊天也罢,带动的最终负载是什么?最终负载的转速和扭矩是多少?机器是皮带机,然后电机和主动轴使用链条传动。空载,不带产品。主动轴转速92转/每分钟

晓昀 发表于 2022-4-1 07:04:45

wjb6429 发表于 2022-3-31 23:04
机器是皮带机,然后电机和主动轴使用链条传动。空载,不带产品。主动轴转速92转/每分钟

空载时皮带机的摩擦力矩是多少?把这个力矩通过皮带机和主轴的传动比折算到主轴上,再用T=9550*P/n计算主轴功率,在通过链传动的机械效率把主轴的功率等效到电机轴上,这就是需要电机输出的计算功率,再考虑工况系数,确定电机的功率。

对于电机转速,还要把主轴转速通过链传动的传动比折算到电机输出轴上。

根据以上计算的电机轴功率和转速,选择电机型号。

swjy1956 发表于 2022-4-1 08:56:08

皮带机多长

wjb6429 发表于 2022-4-1 14:48:30

swjy1956 发表于 2022-4-1 08:56
皮带机多长

皮带长度5580,皮带宽度1160,皮带重量8.93Kg。

wjb6429 发表于 2022-4-1 19:03:11

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
之前输送机的皮带绕法没有传上去,这个是皮带的走向。这种情况的多从动轮传动,电机功率怎么算。

wjb6429 发表于 2022-4-1 19:08:08

这是皮带绕性方式,之前没有上传上去。http://www.cmiw.cn/forum.php?mod=image&aid=532199&size=300x300&key=6392d5a53895d662&nocache=yes&type=fixnone

远祥 发表于 2022-4-4 11:44:09

有机构原理图,这个才好算呀

xiaogang129 发表于 2022-4-6 09:27:19

你们都是大师级别的
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查看完整版本: 从动轮传动,电机功率计算