使用可变恢复速率建模外周肌肉疲劳

T. Xia
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引用次数: 2

摘要

肌肉疲劳是一段时间体力消耗后表现能力的短暂和可逆的下降。多种方法已被应用于模拟肌肉疲劳。最近提出了一种理论性的、基于现象参数的模型(刘夏模型),该模型具有预测任何力-时间历史任务疲劳的能力。Liu-Xia模型有两个参数F和R,分别定义疲劳和恢复行为。以前,在模型验证中,F和R被视为常数。在本研究中,R被重新定义为用力水平的函数,试图反映肌肉收缩对血流的影响。目的是检验随运动水平变化的R是否可以改善低强度、静态和间歇性任务的模型预测。特别地,R被建模为三个区域的阶梯函数:0-10%最大自愿收缩(MVC),无遮挡;10-50% MVC, 0-100%遮挡,假设区域呈线性关系;51-100%,完全闭塞。结果表明,随运动水平变化的R可能是提高模型性能的可行方法,这取决于更好地模拟肌肉收缩和血流之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling Peripheral Muscle Fatigue Using a Variable Recovery Rate
Muscle fatigue is a transient and reversible decrease in performance capacity after a period of physical exertion. A variety of approaches have been applied to model muscle fatigue. Recently a theoretical, phenomenal parameter-based model (Liu-Xia model) was proposed with the capability of predicting fatigue for tasks of any force-time history. The Liu-Xia model has two parameters F and R that define the fatigue and recovery behavior, respectively. Previously, F and R were treated as constant in model validation. In the current study, R is redefined as a function of exertion level in attempt to reflect the effect of muscle contraction on blood flow. The purpose is to examine if an R varying with exertion level can improve model prediction for low intensity, static and intermittent tasks. Particularly, R is modeled as a step-wise function of three regions: 0-10% maximum voluntary contraction (MVC), no occlusion; 10-50% MVC, 0-100% occlusion, assuming a linear relationship in the region; and 51-100%, full occlusion. The results suggest that an R varying with exertion level may serve as a viable way to improve model performance, dependent on a better modeling of the relationship between muscle contraction and blood flow.
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