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首页> 外文期刊>Journal of sports sciences. >An alternative approach to describing agility in sports through establishment of a relationship between velocity and radius of curvature
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An alternative approach to describing agility in sports through establishment of a relationship between velocity and radius of curvature

机译:通过建立速度和曲率半径之间的关系来描述运动敏捷性的另一种方法

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摘要

Agility is an essential part of many athletic activities. Currently, agility drill duration is the sole criterion used for evaluation of agility performance. The relationship between drill duration and factors such as acceleration, deceleration and change of direction, however, has not been fully explored. This paper provides a mathematical description of the relationship between velocity and radius of curvatures in an agility drill through implementation of a power law (PL). Two groups of skilled and unskilled participants performed a cyclic forward/backward shuttle agility test. Kinematic data was recorded using motion capture system at a sampling rate of 200Hz. The logarithmic relationship between tangential velocity and radius of curvature of participant trajectories in both groups was established using the PL. The slope of the regression line was found to be 0.26 and 0.36, for the skilled and unskilled groups, respectively. The magnitudes of regression line slope for both groups were approximately 0.3 which is close to the expected 1/3 value. Results are an indication of how the PL could be implemented in an agility drill thus opening the way for establishment of a more representative measure of agility performance instead of drill duration.
机译:敏捷性是许多体育活动的重要组成部分。当前,敏捷性训练持续时间是用于评估敏捷性性能的唯一标准。然而,钻探持续时间与诸如加速度,减速度和方向改变之类的因素之间的关系尚未得到充分探索。本文通过执行幂定律(PL)提供了对敏捷钻中速度和曲率半径之间关系的数学描述。两组熟练和不熟练的参与者进行了循环的向前/向后穿梭敏捷性测试。使用运动捕捉系统以200Hz的采样率记录运动数据。使用PL建立了两组切线速度和参与者轨迹曲率半径之间的对数关系。对于熟练和不熟练的组,回归线的斜率分别为0.26和0.36。两组回归线斜率的大小均约为0.3,接近预期的1/3值。结果表明如何在敏捷训练中实施PL,从而为建立更具代表性的敏捷性能度量(而不是演练持续时间)开辟了道路。

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