摘要:15.如图所示.光滑圆弧轨道与光滑斜面在B点平滑连接.圆弧半径为R=0.4m.一半径很小.质量为m=0.2kg的小球从光滑斜面上A点由静止释放.恰好能通过圆弧轨道最高点D.g取10m/s2.求: (1)小球最初自由释放位置A离最低点C的高度h, (2)小球运动到C点时对轨道的压力大小FN, (3)若斜面倾斜角与图中θ相等.均为53°.小球离开D点至落到斜面上运动了多长时间?

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如图所示,AB为固定在竖直平面内的光滑圆弧轨道,轨道的B点与水平地面相切,其半径为R.质量为m的小球由A点静止释放,求:

⑴小球滑到最低点B时,小球速度v的大小

⑵小球刚到达最低点B时,轨道对小球支持力FN的大小

⑶小球通过光滑的水平面BC滑上固定曲面,恰达最高点D,D到地面的高度为h(已知h<R),则小球在曲面上克服摩擦力所做的功Wf

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(3)                          

                                      

                                    

                                    

                                    

                                                           

  

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