Brink Kolby J, McKenzie Kari L, Likens Aaron D
Department of Biomechanics, University of Nebraska Omaha, Omaha, NE,USA.
US Army Combat Capabilities Development Command Soldier Center, Natick, MA,USA.
J Appl Biomech. 2022 Sep 27;38(6):434-447. doi: 10.1123/jab.2022-0062. Print 2022 Dec 1.
Load carriage experiments are typically performed from a linear perspective that assumes that movement variability is equivalent to error or noise in the neuromuscular system. A complimentary, nonlinear perspective that treats variability as the object of study has generated important results in movement science outside load carriage settings. To date, no systematic review has yet been conducted to understand how load carriage dynamics change from a nonlinear perspective. The goal of this systematic review is to fill that need. Relevant literature was extracted and reviewed for general trends involving nonlinear perspectives on load carriage. Nonlinear analyses that were used in the reviewed studies included sample, multiscale, and approximate entropy; the Lyapunov exponent; fractal analysis; and relative phase. In general, nonlinear tools successfully distinguish between unloaded and loaded conditions in standing and walking, although not in a consistent manner. The Lyapunov exponent and entropy were the most used nonlinear methods. Two noteworthy findings are that entropy in quiet standing studies tends to decrease, whereas the Lyapunov exponent in walking studies tends to increase, both due to added load. Thus, nonlinear analyses reveal altered load carriage dynamics, demonstrating promise in applying a nonlinear perspective to load carriage while also underscoring the need for more research.
负荷搬运实验通常是从线性角度进行的,这种角度假定运动变异性等同于神经肌肉系统中的误差或噪声。一种将变异性视为研究对象的互补性非线性角度,在负荷搬运环境之外的运动科学领域产生了重要成果。迄今为止,尚未进行系统综述来了解从非线性角度看负荷搬运动力学是如何变化的。本系统综述的目的就是满足这一需求。提取并审查了相关文献,以了解有关负荷搬运非线性角度的总体趋势。综述研究中使用的非线性分析方法包括样本熵、多尺度熵和近似熵;李雅普诺夫指数;分形分析;以及相对相位。总体而言,非线性工具能够成功区分站立和行走时的无负荷和有负荷状态,尽管方式并不一致。李雅普诺夫指数和熵是使用最多的非线性方法。两个值得注意的发现是,在安静站立研究中熵往往会降低,而在行走研究中李雅普诺夫指数往往会增加,这两者都是由于增加了负荷所致。因此,非线性分析揭示了负荷搬运动力学的改变,这表明将非线性角度应用于负荷搬运具有前景,同时也强调了需要更多研究。