Department of Sport Science, University of Konstanz, Konstanz, Germany.
PLoS One. 2020 Mar 5;15(3):e0225157. doi: 10.1371/journal.pone.0225157. eCollection 2020.
Literature mentions two types of models describing cyclic movement-theory and data driven. Theory driven models include anatomical and physiological aspects. They are principally suitable for answering questions about the reasons for movement characteristics, but they are complicated and substantial simplifications do not allow generally valid results. Data driven models allow answering specific questions, but lack the understanding of the general movement characteristic. With this paper we try a compromise without having to rely on anatomy, neurology and muscle function. We hypothesize a general kinematic description of cyclic human motion is possible without having to specify the movement generating processes, and still get the kinematics right. The model proposed consists of a superposition of six contributions-subject's attractor, morphing, short time fluctuation, transient effect, control mechanism and sensor noise, while characterizing numbers and random contributions. We test the model with data from treadmill running and stationary biking. Applying the model in a simulation results in good agreement between measured data and simulation values. We find in all our cases the similarity analysis between measurement and simulation is best for the same subjects-[Formula: see text] and [Formula: see text]. All comparisons between different subjects are [Formula: see text] and [Formula: see text]. This uniquely allows for the identification of each measurement for the associated simulation. However, even different subject comparisons show good agreement between measurement and simulation results of differences δrun = 6.7±4.7% and δbike = 5.1±4.5%.
文献中提到了两种描述循环运动的模型——理论驱动和数据驱动。理论驱动模型包括解剖学和生理学方面。它们主要适用于回答关于运动特征原因的问题,但它们很复杂,实质性的简化不允许得出普遍有效的结果。数据驱动模型允许回答具体问题,但缺乏对一般运动特征的理解。本文旨在尝试一种折衷方案,既不需要依赖解剖学、神经学和肌肉功能,又能对人类循环运动进行一般性的运动学描述,而无需指定运动生成过程,同时还能得到正确的运动学结果。所提出的模型由六个贡献的叠加组成——主体的吸引子、变形、短时间波动、瞬态效应、控制机制和传感器噪声,同时还描述了数量和随机贡献。我们使用跑步机跑步和固定自行车的数据来测试模型。将模型应用于模拟中,测量数据和模拟值之间的吻合度非常好。在我们所有的情况下,测量值和模拟值之间的相似性分析都是最佳的,对于相同的受试者-[公式:见文本]和[公式:见文本]。所有不同受试者之间的比较都是[公式:见文本]和[公式:见文本]。这唯一允许为每个测量值识别相关的模拟值。然而,即使是不同受试者之间的比较,也显示出测量值和模拟值之间的差异[Formula: see text]和[Formula: see text],具有很好的一致性。δrun = 6.7±4.7%和δbike = 5.1±4.5%。