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Identification of continuous-time Hammerstein models using Simultaneous Perturbation Stochastic Approximation

机译:使用同时扰动随机逼近识别连续时间Hammerstein模型

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This paper performs an initial study on identification of continuous-time Hammerstein models based on Simultaneous Perturbation Stochastic Approximation (SPSA). While the structure information such as the system order is available for the linear subsystems, the structure of nonlinear subsystem is assumed to be completely unknown. For handling it, a piecewise-linear functions are used as a tool to approximate the unknown nonlinear functions. The SPSA based method is then used to estimate the parameters in both the linear and nonlinear parts based on the given input and output data. A numerical example is given to illustrate that the SPSA based algorithm can give an accurate parameter estimation of the Hammerstein models with high probability through detailed simulation.
机译:本文对基于同时扰动随机逼近(SPSA)的连续时间Hammerstein模型的辨识进行了初步研究。虽然线性子系统可以使用诸如系统顺序之类的结构信息,但假定非线性子系统的结构是完全未知的。为了处理它,使用分段线性函数作为近似未知非线性函数的工具。然后,基于给定的输入和输出数据,使用基于SPSA的方法来估计线性和非线性部分中的参数。数值例子说明了基于SPSA的算法可以通过详细的仿真以很高的概率对Hammerstein模型进行准确的参数估计。

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