用自编码器从肌电图反推运动单元参数,无需人工建模
Estimation of Motor Unit Parameters from Surface Electromyograms using an Informed Autoencoder

- 设计物理约束的有指导自编码器,从表面肌电信号中学习参数
- 合成数据上定位中心误差2.6mm,传导速度误差0.17m/s
- 适合神经肌肉建模、运动预测等需个体化参数的研究者
运动单元参数如神经支配中心位置和电位传导速度,有望提升用于运动与力预测的神经力学模型精度。非侵入式测量这些参数极具挑战性,因其具有个体特异性且随肌肉收缩变化。现有方法多依赖白箱建模,需大量人工建模工作。本文提出一种方法,可从皮肤表面非侵入性采集的肌电图(EMG)中同时估计多个个体特异性的运动单元参数,构成一个非线性损失函数的逆问题。为此,开发了有指导的自编码器,该模型在重建表面肌电信号的同时,在隐空间学习参数,并遵守参数与肌电信号间的物理规律。在合成数据上的实验表明,神经支配中心位置的平均绝对误差为2.5989 mm,电位传导速度的平均绝对误差为0.1697 m·s⁻¹。结果验证了该新方法的有效性,实现了多个运动单元参数的同时估计,通过融合数据驱动的机器学习显著降低了人工建模成本。
原文摘要 · Abstract (English)
Motor unit parameters such as the innervation zone centre or the conduction velocity of the electrical potential harbour the potential to improve the fidelity of neuromechanical models used for movement and force prediction. Determining these parameters in a non-invasive way is challenging, as they are subject-specific and may vary with muscle contraction. Existing work on the estimation of motor unit parameters mainly relies on white-box modelling and therefore requires substantial manual modelling effort. This work targets the simultaneous estimation of multiple subject-specific motor unit parameters from electromyography (EMG) recordings measured non-invasively at the skin surface. This results in an inverse problem with a nonlinear loss function. To address this problem, an informed autoencoder is developed. This autoencoder reconstructs the surface EMG recordings while learning the parameters in its latent space and adhering to physical laws that relate the parameters to the EMG signals. In experiments on synthetic data, innervation zone centres are estimated with a mean absolute error of 2.5989 $\mathrm{mm}$, and conduction velocities of the electric potential are estimated with a mean absolute error of 0.1697 $\mathrm{m}\mathrm{s}^{-1}$. These results demonstrate the plausibility of this novel approach, which enables the simultaneous estimation of several motor unit parameters while reducing manual modelling effort through the integration of data-driven machine learning.
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