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The relation between Hill's equation and individual muscle properties

机译:希尔方程与个体肌肉特性之间的关系

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In this paper we deal with movement-independent individual muscle properties derived from Hill's equation. Relations between these properties are found by theoretical considerations. We define a dimensionless quantity that turns out to play a major role in characterizina individual muscle properties, and we analyse normalization and symmetry behaviour of the parameters in Hill's equation. This leads to a systematic, transparent, and useful overview of mathematical relations involving muscle parameters. We examine the experimentally determined parameters of 62 subjects to find additional empirical relations between the muscle properties described by the parameters of Hill's equation. In the light of the theoretical end empirical results we investigate the connections between maximum efficiency, endurance, and fibre composition. (C) 2004 Elsevier Ltd. All rights reserved.
机译:在本文中,我们处理从希尔方程得出的与运动无关的个体肌肉属性。这些特性之间的关系是通过理论考虑发现的。我们定义了一个无量纲的量,它在表征单个肌肉的特性中起主要作用,并分析了希尔方程中参数的标准化和对称行为。这导致涉及肌肉参数的数学关系的系统,透明和有用的概述。我们检查了62位受试者的实验确定参数,以找到由希尔方程参数描述的肌肉特性之间的其他经验关系。根据理论最终的实验结果,我们研究了最大效率,耐久性和纤维成分之间的联系。 (C)2004 Elsevier Ltd.保留所有权利。

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