Output feedback controllers of suboptimality degree beta
暂无分享,去创建一个
A misconception in a recent paper by D.Z. Zheng (1989) about suboptimal feedback control is highlighted. A novel synthesis method for designing output feedback controllers of suboptimality degree beta is developed. These controllers yield a cost value equal to or less than a scalar multiple ( beta ) times the cost value obtained by optimal linear quadratic state feedback control. The output feedback control gains are explicit in terms of the standard Riccati equation when certain conditions are satisfied. >
[1] Robert E. Skelton,et al. Covariance Controllers: A New Parameterization of the Class of All Stabilizing Controllers , 1990 .
[2] Dragoslav D. Šiljak,et al. Validation of reduced-order models for control systems design , 1982 .
[3] Da-Zhong Zheng. Some new results on optimal and suboptimal regulators of the LQ problem with output feedback , 1989 .