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TOWARDS A GENERALIZED MODEL OF MULTIVARIABLE ANKLE IMPEDANCE DURING STANDING BASED ON THE LOWER EXTREMITY MUSCLE EMG

机译:基于下肢肌肌电信号的站立时多轴阻抗的通用模型

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The ankle mechanical impedance of healthy subjects was estimated during the standing pose while they co-contracted their lower-leg muscles. Subsequently, the impedance parameters were modeled as a function of the level of co-contraction using machine learning regression methods. From the experimental results, the average ankle stiffness coefficients in dorsi-plantar flexion (DP) showed more dependence to the muscle contraction than stiffness in inversion-eversion (IE): 4.6 Nm/rad per %MVC (percent of the maximum voluntary contraction) and 1.1 Nm/rad per %MVC, respectively. To accurately estimate the ankle impedance parameters as a function of the electromyography (EMG) signals, multiple EMG feature selection methods, regression models, and types of models were evaluated. Using a 1-vs-All model validation approach, the best regression model to fit the stiffness and damping in DP was the Least Square method with Regularization, and the best IE stiffness was the Gaussian Process Regression. No model was able to estimate the IE damping well, possibly because this parameter is not modulated with a changing co-contraction of the lower-leg muscles.
机译:在站立姿势期间,当他们收缩小腿肌肉时,估计健康受试者的踝部机械阻抗。随后,使用机器学习回归方法将阻抗参数建模为共收缩水平的函数。从实验结果来看,背足-足底屈曲(DP)的平均踝部僵硬系数显示出对肌肉收缩的依赖性大于倒立-反转(IE)的僵硬性:4.6 Nm / rad /%MVC(最大自愿收缩的百分比)和%NVC分别为1.1 Nm / rad。为了准确地估计作为肌电图(EMG)信号的函数的脚踝阻抗参数,评估了多种EMG特征选择方法,回归模型和模型类型。使用1-vs-All模型验证方法,拟合DP中的刚度和阻尼的最佳回归模型是带有正则化的最小二乘法,而IE刚度最好的是高斯过程回归。没有模型能够很好地估计IE阻尼,这可能是因为该参数未随小腿肌肉的共同收缩而调节。

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