Key result
Human body movements during activity phases exhibited chaotic behavior (RR=0.249, DET=0.510, ENT=0.732) compared to stable behavior during non-activity phases (RR=0.466, DET=0.726, ENT=1.205).
Observational (n=8)
RQA-based measures can distinguish between different human body movements and may be useful for activity monitoring and fall detection.
Recurrence quantification analysis (RQA) is used to differentiate and analyze the regular and irregular parts of a time-series signal using recurrence plots and quantification measures. This work presents RQA for human body movements during routine activities of daily life (ADL) using parameters recorded using a wearable sensor attached to the test subjects waist. The current research uses data from 8 subjects performing 5 different daily life activities, lying and stand, pick and stand, sitting and stand, step up and down, and walking. Simulating the RQA plots for activity and non-activity phases for squared vector magnitude parameter for each of the record we quantify the level of signal stability and disruption in terms of RQA analysis measures recurrence rate (RR), determinism (DET) and line entropy (ENT). The RQA parameters reveal a chaotic behavior in case of activity (RR=0.249, DET=0.510, ENT=0.732), and a stable or least chaotic behavior in case of non-activity (RR=0.466, DET=0.726, ENT=1.205) regions of time. Distinguishing values for RQA-based measures for different human body movements taking place during daily life activities might be used for human activity monitoring, fall detection for elderly and body movement modelling and analysis alaorithms.
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Nasim et al. (2019) conducted an observational in Activities of daily living (n=8). Activity phases vs. Non-activity phases was evaluated on Signal stability and disruption (recurrence rate, determinism, and line entropy). Human body movements during activity phases exhibited chaotic behavior (RR=0.249, DET=0.510, ENT=0.732) compared to stable behavior during non-activity phases (RR=0.466, DET=0.726, ENT=1.205).
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