2015 41st Annual Northeast Biomedical Engineering Conference (NEBEC) 2015
DOI: 10.1109/nebec.2015.7117117
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Multifractal analysis of sEMG signals for fatigue assessment in dynamic contractions using Hurst exponents

Abstract: Multifractal analysis are useful to characterize complex physiological time-series. In this work, surface EMG signals recorded from biceps brachii muscles of 30 subjects are analyzed in dynamic fatigue conditions using multifractal techniques. The signals are segmented into six zones for time normalization. The first and last zones are considered as nonfatigue and fatigue conditions. The preprocessed signals are subjected to multifractal analysis and Hurst exponent function is computed. Three features, namely … Show more

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Cited by 6 publications
(3 citation statements)
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“…The sEMG signals can be normalized using several methods such as amplitude, maximum voluntary contraction and time scale methods. In this study, the sEMG signals are normalized by dividing the time scale into six equal zones [22]. The first zone (Z1) and sixth zone (Z6) are considered as nonfatigue and fatigue condition respectively.…”
Section: Resultsmentioning
confidence: 99%
“…The sEMG signals can be normalized using several methods such as amplitude, maximum voluntary contraction and time scale methods. In this study, the sEMG signals are normalized by dividing the time scale into six equal zones [22]. The first zone (Z1) and sixth zone (Z6) are considered as nonfatigue and fatigue condition respectively.…”
Section: Resultsmentioning
confidence: 99%
“…In this classification pipeline, we first compute the mean absolute value, root mean square, maximum absolute amplitude, waveform length, zerocrossings, slope sign changes, and maximum fractal length, as these features were some of the most reported time domain features in the literature (Oskoei and Hu, 2008;Tkach et al, 2010;Ahsan et al, 2011;Phinyomark et al, 2012;Balbinot and Favieiro, 2013;Daud et al, 2013;Al-Angari et al, 2016). Additionally, we compute the Kurtosis (Nazarpour et al, 2013) as a robust measure of signal non-Gaussianity, the Hurst exponent (Marri and Swaminathan, 2015) as a measure of chaos, or unpredictability, in the EMG signal, and Sample Entropy (Zhang and Zhou, 2012;Gao et al, 2015) as a measure of the complexity of a physiological time series (Richman and Moorman, 2000).…”
Section: Pipeline Based On Standard Signal Processing Featuresmentioning
confidence: 99%
“…In practice such multifractal analysis is extended as well on non-integer 2q, negative q and zero q. For such multi-fractal scaling in financial data see [7], in computer network traffic data see [91,92], in image analysis see [93] while in biomedical data see [94]. Remark 2.1.3.…”
Section: Scaling Approachmentioning
confidence: 99%