论文信息 - An indirect stochastic adaptive scheme with on-line choice of weighting polynomials

An indirect stochastic adaptive scheme with on-line choice of weighting polynomials

An indirect adaptive control algorithm combining a quadratic cost measure of the Clarke-Gawthrop type and the classical control strategy of pole placement is presented. It updates the weighting polynomials of the cost function online in such a way that the closed-loop poles are located at prespecified positions. The convergence and stability of the adaptive control algorithm is also given without the assumption that the system is minimum phase. >

Tian You Chai

[1] J.-J. Fuchs,et al. Indirect stochastic adaptive control: The general delay-colored noise case , 1982 .

[2] Christos A. Tsiligiannis,et al. Deterministic convergence of a Clarke-Gawthrop self-tuning controller , 1986, Autom..

[3] Marion Hersh,et al. Stochastic adaptive control of non-minimum phase systems , 1986 .

[4] C. You,et al. A generalized self-tuning feedforward controller and multivariable application , 1985, 1985 24th IEEE Conference on Decision and Control.

[5] G. Goodwin,et al. Adaptive control of nonminimum phase systems , 1981 .

[6] Tian You Chai. Globally convergent self-tuning controllers , 1988 .

[7] P. Ramadge,et al. Discrete Time Stochastic Adaptive Control , 1981 .

[8] G. Goodwin,et al. Stochastic adaptive control and prediction--The general delay-colored noise case , 1980 .