在时滞系统方面,文献[25]研究了时滞系统的线性识别并扩展到延迟的辨识。文献[26]运用代数的方法来辨识线性无穷文系统参数,基于系统的输入输出关系来辨识时滞。时滞系统的参数辨识问题仍是一个开放性难题,本课题将进一步研究。
参考文献
[1] Kolmanovskii, V. B., & Myshkis, A.Introduction to the theory and applications
of functional differential equations. Dordrecht: Kluwer Academy.
[2] Richard J.-P., Time-delay system: an overview of some recent advances and open
problems[J].Automatica 39(2003)1667-1694.
[3] Zadeh L.A From Circuit Theory to System Theory[J].Proc.IRE, 1962,50(5):856-865.
[4] 方崇智,萧德云.过程辨识[M].北京:清华大学出版社,1998
[5] 侯媛彬.系统辨识及仿真[M].北京:科学出版社,2004
[6] 吴广玉.系统辨识与自适应[M].哈尔滨:哈尔滨工业大学出版社,1987
[7] 易继锴,侯媛彬.智能控制技术[M].北京:北京工业大学出版社,1999
[8] 李茶玲,孙德保.遗传算法在系统辨识中的应用[J].华中理工大学学报,1998,26(7):
57-58
[9] 胡海岩,王在华.非线性时滞动力系统的研究进展[J].力学进展1999,29(4):501- 512.
[10] Feccett G,et al. Recursive estimation of time delay in sampled system[J].
Automatica, 1991;27(4):653-661.
[11] Lang D F, Christensen G S. New estimation algoruthms for discrete non-linear
systems and observations with multiple time delays[J]. International Journal
of Conrrol,1979;23(5):613-625.
[12] Elnaggar A,et al. Recursive estimation for system of unknown delay[J]. In
Proceedings of the 28th Conference on Decusion and Control, Tempa, Florida,1989;
1809-1810.
[13] Keel L H, Bhattacharyya S P.Controller synthesis free of analytical models:Three
term controllers[J].IEEE Transactions on Automatic
Control,2008,53(6):1353-1369.
[14] Sun, J.,Liu, G. P.,Chen, J.,Rees, D.Improved delay-range-dependent stability
criteria for linear systems with time-varying delays[J].Automatica,Vol.46,
No.2,466-470,2010.
[15] Gu K,NIculescu S I.Further remarks on additional dynamics in various model
transformations of linear delay system[J].IEEE Transactions on Automatic
Control.2001,46(3):497-500.
[16] 于开平,庞世伟,赵婕.时变线性/非线性结构参数识别及系统辨识方法研究进展[J]. 中
国科学通报,2009,54(20):3147-3156.
[17] 傅志方,华宏星.模态分析理论与应用[M].上海:上海交通大学出版社,2000:127-142
[18] 邹秀忠,华宏星.利用时频表示进行结构时变模态参数辨识[J].振动与冲击,
2002,21(3):37-44.
[19] 陈国定,俞立,李章文.利用Fourier级数对时滞系统的参数估计[J].浙江工业大学学
报.1997,25(2):160-166.
[20] Chen W L,Shih Y P. Shift Walsh matrix and delay-differential equation. IEEE
Trans Automat Contr,1978; AC23(6):1023-1028.
[21] Shih Y P,Wang C H,Chia W K. Parameter estimation of delay system via block
pulse function. ASME J Dynam Syst Meas and Contr,1980,102:159-162.
[22] Kung F C,Lee H. Solution and parameter estimation in linear time-invariant
delayed system using laguerre polynomial expansion. ASME J Dynam Syst Meas and
Contr,1983,105:297-301.
[23] Yang C Y,Chen C K. Analysis and parameter indentification of time-delay system 系统辨识文献综述和参考文献(2):http://www.youerw.com/wenxian/lunwen_26147.html