Ravier Philippe, Dávalos Antonio, Jabloun Meryem, Buttelli Olivier
Laboratoire Pluridisciplinaire de Recherche en Ingénierie des Systèmes, Mécanique, Énergétique (PRISME), University of Orléans, 45100 Orléans, France.
Entropy (Basel). 2021 Dec 9;23(12):1655. doi: 10.3390/e23121655.
Surface electromyography (sEMG) is a valuable technique that helps provide functional and structural information about the electric activity of muscles. As sEMG measures output of complex living systems characterized by multiscale and nonlinear behaviors, Multiscale Permutation Entropy (MPE) is a suitable tool for capturing useful information from the ordinal patterns of sEMG time series. In a previous work, a theoretical comparison in terms of bias and variance of two MPE variants-namely, the refined composite MPE (rcMPE) and the refined composite downsampling (rcDPE), was addressed. In the current paper, we assess the superiority of rcDPE over MPE and rcMPE, when applied to real sEMG signals. Moreover, we demonstrate the capacity of rcDPE in quantifying fatigue levels by using sEMG data recorded during a fatiguing exercise. The processing of four consecutive temporal segments, during exercise maintained at 70% of maximal voluntary contraction until exhaustion, shows that the 10th-scale of rcDPE was capable of better differentiation of the fatigue segments. This scale actually brings the raw sEMG data, initially sampled at 10 kHz, to the specific 0-500 Hz sEMG spectral band of interest, which finally reveals the inner complexity of the data. This study promotes good practices in the use of MPE complexity measures on real data.
表面肌电图(sEMG)是一项有价值的技术,有助于提供有关肌肉电活动的功能和结构信息。由于sEMG测量的是具有多尺度和非线性行为特征的复杂生命系统的输出,多尺度排列熵(MPE)是从sEMG时间序列的顺序模式中捕获有用信息的合适工具。在之前的一项工作中,针对两种MPE变体——即改进的复合MPE(rcMPE)和改进的复合下采样(rcDPE),在偏差和方差方面进行了理论比较。在本文中,我们评估了rcDPE在应用于真实sEMG信号时相对于MPE和rcMPE的优越性。此外,我们通过使用疲劳运动期间记录的sEMG数据,展示了rcDPE在量化疲劳水平方面的能力。对在最大自主收缩的70%强度下持续运动直至疲劳的过程中连续四个时间段的处理表明,rcDPE的第10尺度能够更好地区分疲劳段。这个尺度实际上将最初以10kHz采样的原始sEMG数据带入了感兴趣的特定0-500Hz的sEMG频谱带,最终揭示了数据的内在复杂性。本研究推广了在实际数据上使用MPE复杂性度量的良好做法。