Parameter estimation for control systems based on impulse responses

被引:0
作者
Ling Xu
Feng Ding
机构
[1] Wuxi Vocational Institute of Commerce,School of Internet of Things Technology
[2] Jiangnan University,School of Internet of Things Engineering
[3] Jiangnan University,School of Internet of Things Engineering
来源
International Journal of Control, Automation and Systems | 2017年 / 15卷
关键词
Gradient method; iterative method; nonlinear optimization; parameter estimation;
D O I
暂无
中图分类号
学科分类号
摘要
The impulse signal is an instant change signal in very short time. It is widely used in signal processing, electronic technique, communication and system identification. This paper considers the parameter estimation problems for dynamical systems by means of the impulse response measurement data. Since the cost function is highly nonlinear, the nonlinear optimization methods are adopted to derive the parameter estimation algorithms to enhance the estimation accuracy. By using the iterative scheme, the Newton iterative algorithm and the gradient iterative algorithm are proposed for estimating the parameters of dynamical systems. Also, a damping factor is introduced to improve the algorithm stability. Finally, using simulation examples, this paper analyzes and compares the merit and weakness of the proposed algorithms.
引用
收藏
页码:2471 / 2479
页数:8
相关论文
共 141 条
[1]  
Wan X. K.(2016)A T-wave alternans assessment method based on least squares curve fitting technique Measurement 86 93-100
[2]  
Li Y.(2016)Image noise smoothing using a modified Kalman filter Neurocomputing 173 1625-1629
[3]  
Xia C.(2014)A proportional differential control method for a time-delay system using the Taylor expansion approximation Applied Mathematics and Computation 236 391-399
[4]  
Wu M. H.(2016)Array factor forming for image reconstruction of one-dimensional nonuniform aperture synthesis radiometers IEEE^Geoscience and Remote Sensing Letters 13 237-241
[5]  
Liang J.(1996)Nonlinear systems modeling & identification using higher order statistics/polyspectra Control and Dynamic Systems 76 289-322
[6]  
Wang N.(2009)Tuning PID^controllers for higher-order oscillatory systems with improved performance ISA^Transanctions 48 347-353
[7]  
Pan J.(2013)Highorder dynamic modeling and parameter identification of structural discontinuities in Timoshenko beams by using reflection coefficients Journal of Sound and Vibration 332 752-765
[8]  
Yang X. H.(2011)Model order formulation of a multivariable discrete system using a modified particle swarm optimization approach Swarm & Evolutionary Computation 1 204-212
[9]  
Cai H. F.(2015)Equivalent Transfer Function based Multi-loop PI Control for High Dimensional Multivariable Systems International Journal of Control, Automation, and Systems 13 346-352
[10]  
Mu B. X.(2017)The parameter estimation algorithms for dynamical response signals based on the multiinnovation theory and the hierarchical principle IET^Signal Processing 11 228-237