请教大神链条承载能力图应该怎么看?
如果选择10A的链条,使用是一个变速过程的话,那图的意思是在1-5rpm的时候10A链条没法传递功率吗?或者说不能带负载吗?
不是不能传递负载,说明用这种方法选择链条是不合适的。 智能中国 发表于 2023-2-7 09:49
不是不能传递负载,说明用这种方法选择链条是不合适的。
那这起步就得6rpm,启动转矩得更大吧?
或者一个直径50mm得滚筒没有负载,需要从0rpm慢速启动,那都得选到20A?这不对吧
仟睿达水上乐园 发表于 2023-2-7 09:54
那这起步就得6rpm,启动转矩得更大吧?
或者一个直径50mm得滚筒没有负载,需要从0rpm慢速启动,那都得选 ...
扭矩可以慢慢增加的,这个曲线图只是在特定情况下得到的,不能死板
data:image/png;base64,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
鱼儿雷 发表于 2023-2-7 10:03
扭矩可以慢慢增加的,这个曲线图只是在特定情况下得到的,不能死板
哦哦哦,那如果是工作状态一直在1rpm可以选择10A吗?还是得参考负载的情况?
功率曲线标是个面积图,不是个单点图。我们做链条欢迎交流
xushengewei 发表于 2023-2-7 10:11
功率曲线标是个面积图,不是个单点图。我们做链条欢迎交流
他这个图纵坐标是功率额,您说的面积这个更迷糊了
重新理解了一下 顶点坐标不是0,那就是说10A的链1rpm时候对应0.1kW?
这个表有个假定前提是链轮齿数固定了,在10A那条线下面开始的都可以选用10A链条,链条不会被拉断
链条选型本质上,满足F(链条拉力)≤K (安全系数)*Fb(抗拉强度) 每个链条的抗拉强度在厂家说手册上可以查到
他这个图根据F=T/r=9550*P/(n*r)P功率(kw)n(转速r/min)T(转矩N.m)r小齿轮半径(m)换算来的
r由于不同型号链条有一个最小齿数的型号,他通常取小值。
当链条速度小于6m/s采用静强度设计,就是楼上所列的公式,当链条速度大于6m/s采用功率曲线设计。
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