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本文针对城市供水这一大规模、非线性系统,利用二级递阶结构和库恩—塔克的最优性必要条件,提出了解决该系统优化调度问题的一种算法。计算机仿真结果表明该算法有良好的经济效益。
In this paper, a large - scale, nonlinear system for urban water supply is proposed. By using the second - order hierarchical structure and Kuhn - Tucker optimality necessary conditions, an algorithm is proposed to solve the optimal scheduling problem of the system. Computer simulation results show that the algorithm has good economic benefits.