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含正弦扰动的离散时滞系统的次优减振控制
Suboptimal Damping Control for Linear Discrete Time-delay Systems with Sinusoidal Disturbances
【摘要】 研究状态变量含有时滞的线性离散系统在正弦扰动下的前馈-反馈最优减振控制问题.将系统的最优控制问题转化为非齐次线性两点边值问题族,利用逐次逼近法得到了系统的最优控制律.该控制律由解析的前馈-反馈控制律和补偿序列的极限组成.通过截取补偿序列的有限项,得到了系统的前馈-反馈次优减振控制律.仿真结果表明,该方法对抑制正弦扰动的鲁棒性优于经典反馈最优控制.
【Abstract】 Optimal damping control for linear discrete time-delay systems with additive sinusoidal disturbances is considered.The original optimal control problem is transformed into a sequence of nonhomogeneous linear two-point boundary value problems.By using a successive approximation approach,the optimal control law that consists of accurate linear terms and a limit of a sequence of adjoint compensation terms is obtained.A suboptimal control law is obtained by taking the finite-step iteration of the compensation sequence.Simulations show that the proposed algorithm has better robustness with respect to additive sinusoidal disturbances than that of the classical feedback optimal control.
【Key words】 Discrete time-delay systems; Optimal control; Successive approximation approach; Sinusoidal disturbances; Feedforward and feedback control;
- 【文献出处】 控制与决策 ,Control and Decision , 编辑部邮箱 ,2006年01期
- 【分类号】TP273
- 【被引频次】23
- 【下载频次】141