基于平稳小波变换和径向基函数神经网络的人体步态建模

Guo Luo, Xinying Xie, Xuejiao Peng, Angbo Xie, Shun Lu, Hu Min
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引用次数: 0

摘要

本文提出了一种将平稳小波变换与高斯径向基函数神经网络(GRBFNN)相结合的方法来解决人体步态建模问题。首先,设计了由MPU6050传感器、无线变换模块、单片机和计算机组成的步态信号采集硬件系统;其次,采用平稳小波变换对步态信号进行5个尺度的分解;为了消除高频噪声和基线漂移,将高频和低频系数设为零。第三,在小波去噪后,设置足够大的空间覆盖步态信号,并在该空间内建立等间隔的格点,以步态信号为输入,以格点为映射中心进行GRBFNN设计。第四,将连续动力系统的辨识方程改写为离散辨识方程,利用GRBFNN对步态信号的动态函数进行建模。为了保证迭代的稳定性,通过Z变换证明了增益参数的选择。最后,通过与小波神经网络(WNN)的对比,验证了该方法在解决人体步态建模问题上的优越性。
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Human Gait Modelling via Stationary Wavelet Transform and Radial Basis Function Neural Networks
In this paper, a new method, combined with stationary wavelet transform and Gaussian Radial Basis Function Neural Networks (GRBFNN), is proposed for solving the problem of human gait modelling. Firstly, the hardware system, consisting with MPU6050 sensor, wireless transform module, micro control unit and computer, is designed for collecting the gait signal. Secondly, stationary wavelet transform is applied for decomposing the gait signal with 5 scales. In order to remove the high frequency noise and baseline drift, the coefficients of high frequency and low frequency are set as zero. Thirdly, after wavelet denoising, setting a large enough space to cover the gait signal and establishing lattice points with equal intervals in this space, we take gait signal as input and use lattice points as mapping center in GRBFNN design. Fourthly, the identification equation of continuous dynamical system is rewritten into discrete one, and GRBFNN is used for modelling the dynamical function of gait signal. In order to ensure the stability of iteration, the chosen of gain parameter is proven by the Z transform. Finally, comparing with wavelet neural networks(WNN), the result of test in practice demonstrates the superiority of the proposed method for solving the problem of human gait modelling.
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