题目内容
(14分)如图所示,AB部分是竖直平面内的四分之一圆弧轨道,在下端B与水平直轨道BC相切。一质量为
的小物块,在水平力
的作用下静止于P点。已知PO与水平方向的夹角
,圆弧轨道的半径
,圆弧轨道光滑,物块与水平轨道BC之间的滑动摩擦因数
。重力加速度
.求:
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(1)小物块静止于P点时水平力
的大小;
(2)撤去水平力
,由P点无初速释放小物块,求小物块通过最低点B时轨道对小物块的支持力
;
(3)小物块在水平轨道上滑动的最大距离
.
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(1)小物块静止于P点时水平力
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(2)撤去水平力
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(3)小物块在水平轨道上滑动的最大距离
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(1)
(2)
(3)
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试题分析: ⑴物块受力分析如图所示,
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据平衡条件可得:
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⑵物块由P点运动至B点的过程中机械能守恒:
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运动至B点时,据牛顿第二定律有:
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⑶据动能定理有:
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