非线性水资源控制系统的稳定性

Stability of Nonlinear Water Recourses Controlling System

建立了一个由流域、湖泊和引水工程组成的非线性水资源控制系统。运用水量平衡原理建立了系统的数学模型。通过构建Lyapunov函数估计了该系统控制变量的临界值,讨论了系统的稳定性。

This is To build a nonlinear water recourses controlling system composed of basin,lake and diversion works.a mathematical model of the system is set using water balance principle.The critical values of controlling variables of the system one estimated by constructing Lyapunov function.The stability of the system is discussed.