This paper is concerned with the problem of the optimal output feedback under the LQ index.
本文研究了线性二次型指标下的最优输出反馈问题。
The paper presents a sufficient condition for the existence of the optimal output feedback solution of the LQ problem.
文中给出了这种输出反馈解存在的充分性条件。
In this paper, the problems of the model reduction and the design of optimal output feedback matrix are discussed for linear stochastic discrete-time system.
本文研究了线性离散随机系统的模型降阶和最优输出反馈矩阵的设计问题。
The design of stochastic optimal controllers of networked control systems with output feedback is also presented.
讨论了网络控制系统在输出反馈情况下随机最优控制器的设计；
An optimum model of discrete input-output is established in this paper. The method of solving the model and the optimal controls of state feedback are given.
在此提出了离散投入产出优化模型，给出求解该模型的方法和状态反馈形式的最优控制解。
Optimal controller is combined of a optimal reduced order state estimator and a optimal static output feedback gain matrix.
动态反馈控制器可表示为一个最优降维状态估值器和一个最优静态反馈增益阵。
The optimal feedback gain matrix can be obtained by solving a static output feedback controller problem.
通过求解利用降维状态观测器的静态输出反馈，可得到降阶控制的最优反馈增益阵。
Accordingly, the principle of output feedback is used to design an optimal control law for the system in terms of a reasonable performance index.
在此基础上，应用输出反馈原理和合理的性能指标函数设计出系统的最优控制律。
This approach is suitable for the optimal and robust design of an output feedback control system, so that the approach proposed by reference becomes its special case.
本方法适用于输出反馈系统的最优和鲁棒设计，从而使文献最优全状态反馈系统设计方法成为其一个特例。
In this paper we established the optimal control model on dynamic input-output with a terminal output-constraint. We get a feedback form of the optimal controls.
建立了一个具有终端产出约束的动态投入产出最优控制模型，推导出了其最优控制的反馈形式。
In this paper we established the optimal control model on dynamic input-output with a terminal output-constraint. We get a feedback form of the optimal controls.
建立了一个具有终端产出约束的动态投入产出最优控制模型，推导出了其最优控制的反馈形式。
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