基于復(fù)雜網(wǎng)絡(luò)模型的同步分析及控制_圖文

1、 18 控 制 與 決 策 第 23 卷 2 Ding Z. Adaptive stabilizatio n of a class of nonlinear systems wit h unstable internal dynamics J . 1792. 3 Karagiannis D , Astolfi A , Ortega R. Two result s fo r adaptive o utp ut feedback stabilizatio n of nonlinear systemsJ . Auto matica , 2003 , 39 ( 5 : 8572866. 4 Karag

2、iannis D , Jiang Z P , Ortega R , et al. Outp ut 2 feedback stabilizatio n of a class of uncertain no n2 minimum2p hase nonlinear systems J . 2005 , 41 (9 : 160921615. 5 Naira Hovakimyan , Yang Bong2jun , Ant hony J Calise. Adaptive o utp ut feedback cont rol met hodology applicable to no n2minimum

3、p hase no nlinear systemsJ . Automatica , 2006 , 42 ( 4 : 5132522. 6 Garcia P , Alberto s P , Hagglund T. Co nt rol of unstable non2minimum p hase delayed systems J . J of Process Co nt rol , 2006 , 16 ( 10 : 109921111. Automatica , IEEE Trans on Auto matic Co nt rol , 2003 , 48 ( 10 : 17882 圖 3 控制后

4、 Y 類的變化曲線 圖 4 控制后 I 類的變化曲線 7 Marro G , Prattichizzo D , Zattoni E. Convolutio n 語(yǔ) 4 結(jié) 本文采取重構(gòu)輸出函數(shù)的方法 , 不但能任意配 置非線性廣義系統(tǒng)的狀態(tài)空間實(shí)現(xiàn)的零點(diǎn) , 而且所 構(gòu)建的最小相位輸出函數(shù)能直接用于構(gòu)造狀態(tài)反饋 控制器 ,是一個(gè)方便可行的方法 . 將所得結(jié)論應(yīng)用于 Logistic 增長(zhǎng)的 SIR 傳染病模型 , 仿真數(shù)據(jù)表明該 p rofiles for right inversion of multivariable non2minimum p hase discrete2time sys

5、tems J . Automatica , 2002 , 38 (10 : 169521703. 8 Niemiec M P , Kravaris C. No nlinear model2state feedback cont rol for nonminimum2p hase p rocesses J . Automatics , 2003 , 39 (7 : 129521302. 9 Co stas Kravaris , Michael Niemiec , Nikolao s Kazantzis. Singular PD Es and t he assignment of zero dyn

6、amics in nonlinear systems J . Systems and Cont rol Letters , 2004 , 51 ( 1 : 67277. 10 陳蘭蓀 , 陳鍵 . 非線性生物動(dòng)力系統(tǒng) M . 北京 : 科學(xué) 方法是行之有效的 . 參考文獻(xiàn)( References 1 Isidori A. A tool for semiglo bal stabilization of uncertain non2minimum2p hase 45 ( 10 : 181721827. nonlinear systems via outp ut feedbackJ . IEEE T

7、rans on Automatic Cont rol , 2000 , 出版社 , 1993. ( Chen Lan2sun , Chen Jian. Nonlinear biology dynamics system M . Beijing : Science Press , 1993. ( 上接第 12 頁(yè) 7 Wu C , Chua L O. Application of kronecker p roduct s to t he analysis of systems wit h uniform linear co uplingJ . IEEE Trans o n Circuit Sys

8、tem , 2004 , 51 ( 4 : 7872796. 8 L J , Chen G R. A time2varying complex dynamical netwo rk model and it s co nt rolled synchronizatio n criteria J . IEEE Trans on Automatic Co nt rol , 2005 , 50 ( 6 : 8412846. 9 Zhou J , Chen T. Synchronization in general complex delayed dynamical networksJ . IEEE Trans o n Circuit System , 2006 , 53 (3 : 7332744. 10 Minc H. Nonnegative mat rices M . Wiley , 1988. 11 Hale J K , Verduyn L unel S M. Int roduction to f unctio nal differential equations M . New York : Sp ringer2Verlag , 1993.