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小球与均质定轴杆的非完全弹性碰撞
引用本文:陆世专,杨辉,游开明,许成科,张登玉.小球与均质定轴杆的非完全弹性碰撞[J].衡阳师专学报,2012(3):65-67.
作者姓名:陆世专  杨辉  游开明  许成科  张登玉
作者单位:衡阳师范学院物理与电子信息科学系,湖南衡阳421008
基金项目:第四批高等学校特色专业建设点--衡阳师范学院物理学(TS11635);湖南省普通高校光电课程组教学团队
摘    要:讨论了小球与定轴转动细杆碰撞过程中所遵从的物理规律,给出了非完全弹性碰撞的一般公式,分析了碰撞位置和恢复系数对小球和细杆的运动状态的影响,计算了系统的动能损失率,并讨论了其随撞击位置和恢复系数的变化关系。

关 键 词:非完全弹性碰撞  恢复系数  均质定轴杆

The Non-completely Elastic Collision of a Pellet and a Homogeneous Fixed-spindle Pole
LU Shi-zhuan,YANG Hui,YOU Kai-ming,XU Cheng-ke,ZHANG Deng-yu.The Non-completely Elastic Collision of a Pellet and a Homogeneous Fixed-spindle Pole[J].Journal of Hengyang Normal University,2012(3):65-67.
Authors:LU Shi-zhuan  YANG Hui  YOU Kai-ming  XU Cheng-ke  ZHANG Deng-yu
Institution:(Department of Physics and Electronic Information Science, Hengyang Normal University, Hengyang Hunan 421008, China)
Abstract:The physical laws of the non-completely elastic collision of a pellet and a fixed-spindle pole are discussed and its gener- al formulas are derived. The influences of the collision position and the restitution coefficient on the motion of the pellet and the pole are analyzed, respectively. The loss ratio of kinetic energy is presented and the influences of the collision position and the restitution coefficient on the loss vatio are discussed.
Keywords:non-completely elastic collision  restitution coefficient  homogeneous fixed-spindle pole
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