墨色琉璃 发表于 2022-6-17 13:37:59

受力计算

这样一个液压门结构,整体动力由液压缸提供。转轴前端长度1740MM,门重约200KG.转轴后端280MM(45°)。想了解一下整个结构的力的计算及转轴支柱的强度。有偿,有大佬+Q546557821data:image/png;base64,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

墨色琉璃 发表于 2022-6-17 13:40:36

大概结构的图示

sfcp 发表于 2022-6-17 14:30:56

O1销轴到油缸杆端距离感觉有200mm左右.那么液压缸所需要的推力工2吨左右,危险点在O1的销轴臂的强度了

fsqr178713 发表于 2022-6-17 16:48:48

这是环卫车的后门嘛

高级游侠 发表于 2022-6-17 17:17:46

sfcp 发表于 2022-6-17 14:30
O1销轴到油缸杆端距离感觉有200mm左右.那么液压缸所需要的推力工2吨左右,危险点在O1的销轴臂的强度了

有道理

开心789 发表于 2022-6-17 20:02:33

阻力臂假设角度是30度,具体多少要量,阻力臂长度大概在1500左右。动力臂就按300算吧。大概是5倍的关系。200KG的门,大概需要1T的油缸力。具体角度和长度多少,需要楼主自己去核算。

笑笑ok66009 发表于 2022-6-18 09:00:44

墨色琉璃 发表于 2022-6-17 13:40
大概结构的图示

这是个餐厨垃圾处理设备的上料架么

墨色琉璃 发表于 2022-6-20 11:56:27

fsqr178713 发表于 2022-6-17 16:48
这是环卫车的后门嘛

是类似的结构

爱我相随2008 发表于 2022-6-20 16:50:42

首先你要知道你那个门的重心点在哪?其次你把门放在最低端时那个地方提升的力最大,只要满足这个你就能算出来需要多大的力,另外要考虑怎么样做省力,实在不行找环卫车照片看看别人怎么分布的
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