摘要
讨论了用小波理论识别非线性多自由度系统参数的方法.首先将系统的微分方程投影到由Daubech ies尺度函数张成的子空间中去,然后利用Daubech ies小波的性质将系统微分方程转变为由未知参数构成的一个超越代数方程组,从而最终将系统参数识别问题转变为代数方程组的求解问题.仿真结果证明了该方法的有效性.
A method of parameter identification of nonlinear systems based on Daubechies wavelet is presented. Firstly, the governing differential equation associated with the nonlinear model was presented on a subspace spanned by a finite number of Daubechies wavelets. The resulting algebraic equations are then rewritten with the parameters of the system as unknowns. Finally, the problem of the parameters identification was converted into solving the algebraic equations. The simulation results testify the efficiency of this method.
出处
《江南大学学报（自然科学版）》
CAS
2008年第6期675-678,共4页
Joural of Jiangnan University (Natural Science Edition)
作者简介
邹甲军（1979-），男，江苏如皋人，讲师，工学硕士．主要从事水波理论及其在机械系统中的应用等研究．Email：zjj@jssvc．edu．cn
