mp3wzs 发表于 2018-8-10 15:24:46

尘世天涯 发表于 2018-8-9 21:45
力臂1是正确的。力臂2是错误的,另外
1. 力臂2应当是盖子的重心到旋转轴的直线距离
2. 重力应当沿第一 ...

能上个图分析下么学习学习data:image/png;base64,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

guobiao1988 发表于 2018-8-10 16:07:03

20080646 发表于 2018-8-13 09:17:16

根据弹簧展开长度设计铰点,并核算力平衡。最好留点余量,气弹簧力公差范围大。

ybwwby 发表于 2018-8-13 11:04:43

来看大神的解决办法

ahway 发表于 2018-10-8 12:13:44

气弹簧选型涉及较多参数,如果自己计算出来的和实际有偏差,那建议参考ACE Gas Spring的计算软件(该软件不对客户开放,需要提供实际应用参数,ACE工厂或者代理商提供选型):



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查看完整版本: 氮气弹簧怎么选型?