Wang Kai, Zhang Xianmin, Ota Jun, Huang Yanjiang
Guangdong Provincial Key Laboratory of Precision Equipment and Manufacturing Technology, South China University of Technology, Guangzhou 510640, China.
Research into Artifacts, Center for Engineering, University of Tokyo, Chiba 113-8654, Japan.
Sensors (Basel). 2018 Feb 24;18(2):663. doi: 10.3390/s18020663.
This paper proposes a nonlinear correlation-based wavelet scale selection technology to select the effective wavelet scales for the estimation of handgrip force from surface electromyograms (SEMG). The SEMG signal corresponding to gripping force was collected from extensor and flexor forearm muscles during the force-varying analysis task. We performed a computational sensitivity analysis on the initial nonlinear SEMG-handgrip force model. To explore the nonlinear correlation between ten wavelet scales and handgrip force, a large-scale iteration based on the Monte Carlo simulation was conducted. To choose a suitable combination of scales, we proposed a rule to combine wavelet scales based on the sensitivity of each scale and selected the appropriate combination of wavelet scales based on sequence combination analysis (SCA). The results of SCA indicated that the scale combination VI is suitable for estimating force from the extensors and the combination V is suitable for the flexors. The proposed method was compared to two former methods through prolonged static and force-varying contraction tasks. The experiment results showed that the root mean square errors derived by the proposed method for both static and force-varying contraction tasks were less than 20%. The accuracy and robustness of the handgrip force derived by the proposed method is better than that obtained by the former methods.
本文提出了一种基于非线性相关性的小波尺度选择技术,用于从表面肌电图(SEMG)中选择有效小波尺度来估计握力。在力变化分析任务期间,从伸肌和屈肌前臂肌肉采集与握力对应的SEMG信号。我们对初始非线性SEMG - 握力模型进行了计算敏感性分析。为了探究十个小波尺度与握力之间的非线性相关性,基于蒙特卡罗模拟进行了大规模迭代。为了选择合适的尺度组合,我们提出了一种基于每个尺度敏感性来组合小波尺度的规则,并基于序列组合分析(SCA)选择了合适的小波尺度组合。SCA结果表明,尺度组合VI适用于从伸肌估计力,组合V适用于屈肌。通过长时间的静态和力变化收缩任务,将所提出的方法与前两种方法进行了比较。实验结果表明,所提出的方法在静态和力变化收缩任务中得出的均方根误差均小于20%。所提出的方法得出的握力的准确性和鲁棒性优于前两种方法。