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滑板运动和冲浪运动中的动力学模型的特性
引用本文:黄国基. 滑板运动和冲浪运动中的动力学模型的特性[J]. 湖南城市学院学报, 1999, 0(6)
作者姓名:黄国基
作者单位:益阳师范高等专科学校物理系!湖南益阳,413049
摘    要:研究了滑板运动和冲浪运动中动力学模型的特性,即在光滑四滚线上和粉植圆滚线上的滑板,在竖直平面内,同一水平线上经过一个最低点的任意两点所有光滑连接线中;物体无初速度滑动时,所需时间最短的曲线是圆滚线(最速降线)这一特性对目前国际上滑板运动和冲浪运动具有指导性的意义.

关 键 词:圆滚线  等时性  最速降线

The Properties of Dynamic Model in the sliding or surfing Sports
HUANG Guo-ji. The Properties of Dynamic Model in the sliding or surfing Sports[J]. Journal of Hunan City Univeristy, 1999, 0(6)
Authors:HUANG Guo-ji
Abstract:The properties of dynamic model for the motions of slide or surf - riding have beeninvestigated. The conclusions to come from the studies display a very valuable character, i. e. whenthe slide to have initial velocity to be zero within a vertical plane moves from a point to anotherpoint to be on the same level as prepoint via a lowert point, the time for the motion of the slide toslide along a hypocycloid (brachistochrone) is the shortest(no matter what there is friction on thehypocycloid or not), which gives an instruction in the motions of slide or surf- riding all over theworld.
Keywords:Hypocycloid  isochronism  brachis to chrone
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