This paper designs an adaptive continuous controller for synchronizing continuous time chaotic systems. 本文设计了一种能实现连续时间混沌系统同步的自适应连续控制器(CC)。
This device takes advantage of the existing conditions of the metering station, and designs the automatic continuous controller through reconstruction of the original system, which can reduce the labor intensity of the scene at the same time of achieving a higher precision. 该装置充分利用了计量站现有条件,通过对原计量流程的改造,设计了自动连续量油控制器,在降低现场劳动强度的同时达到以较高精度自动计算单井的液气产量的目的。
Based on the technique of control Lyapunov function, a sufficient condition for the existence of time-invariant simultaneously stabilizing state feedback controller is obtained. A universal formula for constructing a continuous controller which simultaneously stabilizes the systems is derived. 利用控制李雅普诺夫函数方法,给出了时不变同时镇定状态反馈控制器存在的充分条件,然后给出构造同时镇定一组系统的连续控制器(CC)的统一公式。
The interface to the discrete domain and the continuous controller is designed by using game theory to meet the conditions of optimal constraint. 采用对策论求解设计模型中的有关参数的最优值及连续系统的控制器,以满足混合系统的最优约束条件。
The corresponding relations between discrete and continuous system controller parameters derived in this paper are quite simple. 文中推出的从离散返回到连续系统时,控制器参数的对应关系很简单。