期刊
IEEE TRANSACTIONS ON HUMAN-MACHINE SYSTEMS
卷 -, 期 -, 页码 -出版社
IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/THMS.2023.3319356
关键词
Biomedical signal processing; ensemble empirical mode decomposition (EMD); graph neural network (GNN); handcrafted feature extraction; human lower limb activity recognition; wavelet denoising
Artificial intelligence has various applications in biomedical sciences, and this research focuses on using surface electromyography (sEMG) signals to aid lower limb activity recognition. The proposed approach includes a multistage classification strategy to overcome the challenges associated with sEMG signals and achieved high accuracy in recognizing lower limb activities.
Artificial intelligence has a plethora of applications in the realm of biomedical sciences, such as pattern recognition, diagnosis of disease, human-machine interaction, medical image processing, robotic limbs, or exoskeletons. Robotic limbs, or exoskeletons, are widely employed to assist with lower limb movement. To increase the exoskeleton's flexibility in the lower extremities, it is critical to recognize the diverse motion intents of the lower limbs of the human body. In this investigation, sEMG signals from lower limb muscles are used for a computer-aided recognition system to correctly identify the lower limb activities because these signals can identify movement ahead of time and enable faster detection of signal fluctuation than other wearable sensors. Several types of noise are introduced into the signal during collection. A multistage classification strategy is proposed to overcome the processing challenges associated with these sEMG signals. Initially, nine time-domain handcrafted features are retrieved using a hybrid of wavelet denoising and ensemble empirical mode decomposition approach with a sliding window of 256 ms and a 25% overlap. Next, a Pearson correlation-based graph is formed from the extracted features and applied to a graph neural network (GNN). GNN not only captures individual information but also makes use of information from other samples to form a graph. The combination of a Pearson correlation-based graph with a GNN is referred to as Pearson correlation-based GNN. The observation states that the approach proposed in the research achieved an accuracy of 99.19%, 99.02%, 96.21% for the walking, sitting, and standing of healthy subjects, while 99.29%, 97.97%, 99.36% for the subjects comprising knee abnormalities, respectively.
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