求如花 发表于 2023-12-27 23:15:52

清开灵 发表于 2023-12-27 14:40
用CAD,连数都不用算,啥角跟啥角都不用管。
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是这样?

学渣渣 发表于 2023-12-28 00:21:56

清开灵 发表于 2023-12-27 14:40
用CAD,连数都不用算,啥角跟啥角都不用管。

大佬,要不要考虑摩擦力?

马瑞me 发表于 2023-12-28 22:22:42

本帖最后由 马瑞me 于 2023-12-28 23:32 编辑

舟山黄小菜 发表于 2023-12-26 17:02
力的分解,所要分解的力是三角斜边吧。那是不是把压在斜面上的力,算出来之后进行分解呢? 这个设备的侧推 ...
查了下平衡方程,确实应该取130N左右附上平面汇交力系平衡条件:采用直角坐标法,x轴:y轴,(借用楼上的图)
x轴平衡方程:F1-FCOS60°-F2COS(180°-2x60°)=0
y轴平衡方程:-FSIN60°+F2SIN(180°-2x60°)=0
得F2=F1=150N
在根据F2水平分力F水平=F2sin60°=129.9N



低手寂寞 发表于 2023-12-29 08:13:16

测绘工 发表于 2023-12-21 09:25
力的作用是相互的,所有是150N

上过高中吧?

喂我袋盐 发表于 2023-12-29 10:54:24

lcl2094 发表于 2023-12-25 09:57
看得出来你也会做力的正交分解,但是没能正确理解二力杆的平衡特性。我们不能把主动力从一端传递到另一端 ...

怎么弄个300N出来了?
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查看完整版本: 机械小白,想问下这样的侧面推力怎么计算,不考虑摩擦力