Biological Control and State Feedback Control for Nonlinear Singular System
With respect to the control of the nonlinear singular system whose state-space realization is nonminimum-phase, an effective method for solving the problem is presented. Firstly, derive the state-space realization of the nonlinear singular system. Real analytic functions which can arbitrarily assign the zero dynamics of the state-space realization is obtained, the mathematical formulation of the problem is realized via a PDEs (partial difference equations). Then, the calculated outputs are used to construct a state feedback controlled. The proposed method is applied to SIR epidemic model with Logistic growth control problem; the ultimate aim is to eliminate the disease.
Nonlinear singular system state-space realization Nonminimum-phase system zero dynamics
YANG Guang HE Xin
School of Mathematics and Systems Science, Shenyang normal university Shenyang China
国际会议
上海
英文
1067-1070
2008-05-16(万方平台首次上网日期,不代表论文的发表时间)