e29340
发表于 2023-6-20 15:26:53
已知条件:1)线速度V=35m/min,2)电机转速1500r/min,3)滚筒直径320mm,4)滚筒自重80kg,6)工件20kg。
一般链条线速度小于12m/s,验算此工况下线速度为35/60=0.58m/s<12m/s。
计算:问题:(不知道滚筒是否包胶,是否有过盈/过压需求,现在是按照,0间隙,80kg滚筒质量计算的)
负载mg=(80*2+20)*9.8,
T(压板)=(mg+2m滚筒g)u*r=(160+160(2个滚筒的自重负载,简单按负载加上去了)+20)*9.8*160/1000*0.1(摩擦系数)=53.3N.m
速度校验
V=2Πnr V=2*3.14*1500*160/1000=1507.2M/min
I=n1/n2=1507.2/35=43,按减速比40计算(三相电机一般都有调速器)
转动惯量:
电机转动惯量:0.000128 kgm2(三菱伺服电机某一型号)
减速机转动惯量:0.0017 kgm2(精锐APEX某一型号)
J(压板)=mr2=180*0.16*0.16=4.608kgm2
J(滚筒)=1/2mr2=1/2*80*0.16*0.16=1.024 kgm2
J=(J(压板)+2J(滚筒))/ I 2=(4.608+2*1.024)/1600=0.00416 kgm2
启动转矩
M=Jβ=J*2n/π/t=0.00416*2*1500/3.14/0.1/=39.7N.M
链传动传递效率一般为95%以上,减速机为90%以上,涉及涨紧,传递效率90%,整体传动效率估算:77%,按75%计算。
P=nT/9550=1500/40*(53.3+39.7)/9550/0.75=0.487kw
按安全系数2倍计算,0.97kw。
初选1kw电机。
e29340
发表于 2023-6-20 15:34:10
轩然红君123 发表于 2023-6-19 08:26
不知道算的对不对,以下是我按自己的想法做的,有问题望指正:
已和:滚筒总重:80KG X2=160KG 木板重: ...
你这转动惯量没算。
滚筒自身也有负载,没算。
只为更好
发表于 2023-6-20 20:55:14
e29340 发表于 2023-6-20 15:34
你这转动惯量没算。
滚筒自身也有负载,没算。
那你说说具体怎么算啊
e29340
发表于 2023-6-21 08:02:56
只为更好 发表于 2023-6-20 20:55
那你说说具体怎么算啊
你看我回帖,我写了
爱我相随2010
发表于 2023-6-29 14:32:13
不知道对你是否有帮助,但可以参考下
地瓜地瓜y
发表于 2024-2-20 17:46:46
e29340 发表于 2023-6-20 15:26
已知条件:1)线速度V=35m/min,2)电机转速1500r/min,3)滚筒直径320mm,4)滚筒自重80kg,6)工件20kg。 ...
我想问下转矩 M=Jβ 这里单位是不有点问题 还需要除个60
geliang110
发表于 2024-2-22 16:37:52
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1600是怎么得来的
夏冰aa
发表于 2024-2-23 13:41:49
e29340 发表于 2023-6-20 15:26
已知条件:1)线速度V=35m/min,2)电机转速1500r/min,3)滚筒直径320mm,4)滚筒自重80kg,6)工件20kg。 ...
这个重复计算了 ,核算最大负载扭矩就行,惯量自己去匹配扭矩对应电机参数就行,每个电机厂商都有惯量合适的比例,有些是不超过电机的5倍,有些是10倍,不用在去核算惯量的扭矩了
社稷世
发表于 2024-2-24 20:15:10
本帖最后由 社稷世 于 2024-2-24 20:24 编辑
e29340 发表于 2023-6-20 15:26
已知条件:1)线速度V=35m/min,2)电机转速1500r/min,3)滚筒直径320mm,4)滚筒自重80kg,6)工件20kg。 ...
1.图中有4个滚筒,上下各2个。每个滚筒各自绕着自身的回转轴线旋转,滚筒惯量应乘以4。
2.压板的质量20kg,不应加上滚筒质量。
总惯量应是:(20*0.16*0.16+1.024*4)/(40*40)=0.00288Kgm
我是设计师
发表于 2024-2-25 18:15:15
e29340 发表于 2023-6-20 15:26
已知条件:1)线速度V=35m/min,2)电机转速1500r/min,3)滚筒直径320mm,4)滚筒自重80kg,6)工件20kg。 ...
这个扭矩为什么加上下面滚筒的重量
T(压板)=(mg+2m滚筒g)u*r=(160+160(2个滚筒的自重负载,简单按负载加上去了)+20)*9.8*160/1000*0.1(摩擦系数)=53.3N.m