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短跑速度曲线的数学表示。

Mathematical representation of the velocity curve of sprint running.

作者信息

Morton R H

出版信息

Can J Appl Sport Sci. 1985 Dec;10(4):166-70.

PMID:4085125
Abstract

Some remarks are tendered on the commonly accepted equations of motion for sprint running. All these involve combinations of one or more exponentials. An alternate form, not discussed in the sports literature, is investigated but though sound, is considered to be mathematically unsuitable. The re-examination of some available data on sprinting suggests that a reformulation of the original differential equation leads to a new solution which is a simple hyperbolic function. This equation may prove a better mathematical model than that commonly accepted as the velocity curve of sprint running. Parameters of the curves are discussed for trainability.

摘要

针对短跑运动中普遍接受的运动方程提出了一些看法。所有这些方程都涉及一个或多个指数的组合。研究了一种体育文献中未讨论的替代形式,尽管它合理,但在数学上被认为不合适。对一些现有的短跑数据进行重新审视后表明,对原始微分方程进行重新表述会得到一个新的解,它是一个简单的双曲函数。这个方程可能被证明是一个比通常被认为是短跑速度曲线的方程更好的数学模型。还讨论了这些曲线的参数对于可训练性的情况。

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