99long 发表于 2024-8-8 16:19:13

huangsiwen 发表于 2024-8-8 15:07
楼主看下,各位懂得前辈看看,应该是这样算吧,长时间不接触也拿不准了。

谢谢回复,我要仔细学习下,不知道这种力学的分析能否用sw静力学仿真验证,用adams仿真接触力取不了,发生穿透

DaedraMech 发表于 2024-8-8 17:06:18

99long 发表于 2024-8-8 16:19
谢谢回复,我要仔细学习下,不知道这种力学的分析能否用sw静力学仿真验证,用adams仿真接触力取不了,发 ...

这类问题一般都是从理论力学角度分析,抽象出最简单的数学模型进行计算,也就是忽略各杆件的变形和重量、忽略各运动副的摩擦。SW Simulation的静力学模块是分析材料的应力和应变的,Adams中的接触也会将分析对象当作弹性体并引入摩擦和阻尼,分析一开始就给自己上难度实在没有必要。所以其实SW motion更适合楼主,Adams中也可以不加接触再试试分析,二者都能轻松解决这个问题,关键不在软件,楼主如果有时间还是强化下理论基础,软件归根结底只是计算器,加各种边界条件的过程看似简单,实则考验使用者能否抽象出有工程意义的数学模型。

99long 发表于 2024-8-8 17:19:36

Tridia 发表于 2024-8-8 16:15
忽略铰链的摩擦,简单做了一下。友好讨论,如果社友们发现有问题还请指正。

谢谢回复,我觉得对于c点有个旋转转矩平衡,可以直接把A点力转成二力杆,移到B点简化分析,赋个尺寸图
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

99long 发表于 2024-8-8 17:24:25

DaedraMech 发表于 2024-8-8 17:06
这类问题一般都是从理论力学角度分析,抽象出最简单的数学模型进行计算,也就是忽略各杆件的变形和重量、 ...

感谢回复,的确现在觉得理论差了,也吃了经验的亏,软件的确只是工具,相互结合验证才能快速准确解决问题

DaedraMech 发表于 2024-8-8 18:32:29

从矢量平衡的角度分析,那就是下图(忽略重力和摩擦),至于方程组就看你把哪个构件或运动副当作研究对象了,根据需要列写就行,不一定要全部列出。

这里我取一种非常特殊、特别好算的情况(分析一系列相似机构时就要从那些简单、特殊的个例入手才好抓住规律以便推广),即Fc刚好只有水平分量、BC沿竖直方向:

可以看到P和F的关系非常简单就得出了,如果F=100N,θ=30°,那就有P=57.74N。
而下面的Motion仿真结果也对此做出了验证:

99long 发表于 2024-8-9 10:08:17

DaedraMech 发表于 2024-8-8 18:32
从矢量平衡的角度分析,那就是下图(忽略重力和摩擦),至于方程组就看你把哪个构件或运动副当作研究对象了 ...

感谢回复,大神理论力学厉害呀,分析透彻:handshake,我现在也把理论力学的书找出来回炉再造,把这些平面汇交力系搞清楚,可解决大部分工程问题了
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