IEEE Trans Neural Syst Rehabil Eng. 2023;31:1807-1815. doi: 10.1109/TNSRE.2023.3260209.
The surface electromyography (EMG) decomposition techniques provide access to motor neuron activities and have been applied to myoelectric control schemes. However, the current decomposition-based myoelectric control mainly focuses on discrete gestures or single-DoF continuous movements. In this study, we aimed to map the motor unit discharges, which were identified from high-density surface EMG, to the three degrees of freedom (DoFs) wrist movements. The 3-DoF wrist torques and high-density surface EMG signals were recorded concurrently from eight non-disabled subjects. The experimental protocol included single-DoF movements and their various combinations. We decoded the motor unit discharges from the EMG signals using a segment-wise decomposition algorithm. Then the neural features were extracted from motor unit discharges and projected to wrist torques with a multiple linear regression model. We compared the performance of two neural features (twitch model and spike counting) and two training schemes (single-DoF and multi-DoF training). On average, 145 ± 33 motor units were identified from each subject, with a pulse-to-noise ratio of 30.8 ± 4.2 dB. Both neural features exhibited high estimation accuracy of 3-DoF wrist torques, with an average [Formula: see text] of 0.76 ± 0.12 and normalized root mean square error of 11.4 ± 3.1%. These results demonstrated the efficiency of the proposed method in continuous estimation of 3-DoF wrist torques, which has the potential to advance dexterous myoelectric control based on neural information.
表面肌电图 (EMG) 分解技术可以获取运动神经元的活动,并已应用于肌电控制方案。然而,当前基于分解的肌电控制主要集中在离散的手势或单自由度连续运动上。在这项研究中,我们旨在将高密度表面 EMG 识别出的运动单元放电映射到三个自由度 (DoF) 的手腕运动。来自八个非残疾受试者的 3DoF 手腕扭矩和高密度表面 EMG 信号被同时记录。实验方案包括单自由度运动及其各种组合。我们使用分段分解算法从 EMG 信号中解码运动单元放电。然后,从运动单元放电中提取神经特征,并使用多元线性回归模型将其投影到手腕扭矩上。我们比较了两种神经特征(抽搐模型和尖峰计数)和两种训练方案(单自由度和多自由度训练)的性能。平均而言,每个受试者可从每个受试者中识别出 145 ± 33 个运动单元,脉冲噪声比为 30.8 ± 4.2dB。两种神经特征均表现出 3DoF 手腕扭矩的高估计精度,平均[公式:见文本]为 0.76 ± 0.12,归一化均方根误差为 11.4 ± 3.1%。这些结果表明,所提出的方法在连续估计 3DoF 手腕扭矩方面具有高效性,这有可能基于神经信息推进灵巧的肌电控制。