Wahid Ferdous, Begg Rezaul, Lythgo Noel, Hass Chris J, Halgamuge Saman, Ackland David C
Department of Mechanical Engineering, University of Melbourne, Australia.
J Appl Biomech. 2016 Apr;32(2):128-39. doi: 10.1123/jab.2015-0035. Epub 2015 Oct 1.
Normalization of gait data is performed to reduce the effects of intersubject variations due to physical characteristics. This study reports a multiple regression normalization approach for spatiotemporal gait data that takes into account intersubject variations in self-selected walking speed and physical properties including age, height, body mass, and sex. Spatiotemporal gait data including stride length, cadence, stance time, double support time, and stride time were obtained from healthy subjects including 782 children, 71 adults, 29 elderly subjects, and 28 elderly Parkinson's disease (PD) patients. Data were normalized using standard dimensionless equations, a detrending method, and a multiple regression approach. After normalization using dimensionless equations and the detrending method, weak to moderate correlations between walking speed, physical properties, and spatiotemporal gait features were observed (0.01 < |r| < 0.88), whereas normalization using the multiple regression method reduced these correlations to weak values (|r| <0.29). Data normalization using dimensionless equations and detrending resulted in significant differences in stride length and double support time of PD patients; however the multiple regression approach revealed significant differences in these features as well as in cadence, stance time, and stride time. The proposed multiple regression normalization may be useful in machine learning, gait classification, and clinical evaluation of pathological gait patterns.
对步态数据进行归一化处理,以减少由于身体特征导致的个体间差异的影响。本研究报告了一种针对时空步态数据的多元回归归一化方法,该方法考虑了个体间在自选步行速度以及包括年龄、身高、体重和性别在内的身体属性方面的差异。从包括782名儿童、71名成年人、29名老年人和28名老年帕金森病(PD)患者在内的健康受试者中获取了包括步幅长度、步频、站立时间、双支撑时间和步幅时间的时空步态数据。使用标准无量纲方程、去趋势方法和多元回归方法对数据进行归一化。使用无量纲方程和去趋势方法进行归一化后,观察到步行速度、身体属性和时空步态特征之间存在弱到中等程度的相关性(0.01 < |r| < 0.88),而使用多元回归方法进行归一化则将这些相关性降低到较弱的值(|r| <0.29)。使用无量纲方程和去趋势进行数据归一化导致PD患者的步幅长度和双支撑时间存在显著差异;然而,多元回归方法显示这些特征以及步频、站立时间和步幅时间也存在显著差异。所提出的多元回归归一化方法可能在机器学习、步态分类和病理性步态模式的临床评估中有用。