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输入非线性方程误差系统的多新息辨识方法 被引量:6

Multi-innovation identification methods for input nonlinear equation-error systems
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摘要 针对输入非线性方程误差系统,即输入非线性受控自回归系统,研究了基于过参数化模型的多新息辨识方法和基于过参数化模型的递阶多新息辨识方法;研究了基于关键项分离原理的多新息辨识方法;使用辨识模型分解技术,研究了基于关键项分离原理的两阶段多新息辨识方法和三阶段多新息辨识方法.这些方法可以推广到其他输入非线性方程误差系统、输入非线性输出误差类系统、输出非线性方程误差类系统、输出非线性输出类系统、反馈非线性系统等.同时,给出了几个典型辨识算法的计算量、计算步骤和流程图. For input nonlinear equation-error systems ( namely the input nonlinear controlled autoregressive ( IN-CAR) systems) ,this paper studies and presents the over-parameterization model based multi-innovation identifica-tion ( MI) methods, the over-parameterization model based hierarchical MI methods and the key term separation based MI methods, and uses the decomposition technique to present the key term separation based two-stage MI methods and the key term separation based three-stage MI methods. These methods can be extended to other input nonlinear equation-error systems,input nonlinear output-error type systems,output nonlinear equation-error type sys-tems and output nonlinear output-error systems, and feedback nonlinear systems. Finally, the computational efficiency,the computational steps and the flowcharts of several typical identification algorithms are discussed.
作者 丁锋 陈慧波
出处 《南京信息工程大学学报(自然科学版)》 CAS 2015年第2期97-124,共28页 Journal of Nanjing University of Information Science & Technology(Natural Science Edition)
基金 国家自然科学基金(61273194) 江苏省自然科学基金(BK2012549) 高等学校学科创新引智"111计划"(B12018)
关键词 参数估计 递推辨识 梯度搜索 最小二乘 过参数化模型 关键项分离原理 模型分解 辅助模型辨识思想 多新息辨识理论 递阶辨识原理 耦合辨识概念 输入非线性系统 输出非线性系统 parameter estimation recursive identification gradient search least squares over-parameterizationmodel key term separation principle model decomposition technique auxiliary model identification ideal multi-in-novation identification theory hierarchical identification principle coupling identification concept input nonlinear system output nonlinear system
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  • 1丁锋,谢新民,方崇智.时变系统辨识的多新息方法[J].自动化学报,1996,22(1):85-91. 被引量:46
  • 2丁锋.多变量系统的辅助模型辨识方法的收敛性分析[J].控制理论与应用,1997,14(2):192-200. 被引量:28
  • 3Ding F,Chen T.Identification of Hammerstein nonlinear AR- MAX systems [ J ].Automatica, 2005,41 (9) : 1479-1489.
  • 4Ding F, Shi Y, Chen T. Gradient-based identification methods for Hammerstein nonlinear ARMAX models[ J]. Nonlinear Dynamics, 2006,45 (1/2) : 31-43.
  • 5Ding F, Shi Y, Chen T. Auxiliary model based least- squares identification methods for Hammerstein output- error systems [ J ]. Systems and Control Letters, 2007,56 (5) :373-380.
  • 6Ding F, Liu X P, Liu G. Identification methods for Ham- merstein nonlinear systems[ J] .Digital Signal Processing, 2011,21 (2) :215-238.
  • 7Wang D Q, Ding F. Least squares based and gradient based iterative identification for Wiener nonlinear systems [J] .Signal Processing,2011,91(5) :1182-1189.
  • 8Ding F, Ma J X, Xiao Y S. Newton iterative identification for a class of output nonlinear systems with moving average noises [ J ]. Nonlinear Dynamics, 2013,74 ( 1/2 ) : 21-30.
  • 9Wang D Q, Ding F. Extended stochastic gradient identifi- cation algorithms for Hammerstein-Wiener ARMAX sys- tems [ J ]. Computers and Mathematics with Applications, 2008,56(12) :3157-3164.
  • 10Ding F,Deng K P, Liu X M.Deeomposition based Newton iterative identification method for a Hammerstein nonlinear FIR system with ARMA noise [ J ] .Circuits, Sys- tems and Signal Processing,2014,33(9) :2881-2893.

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