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Multiple reservoirs management using genetic algorithm

机译:使用遗传算法的多水库管理

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An advanced methodolgy is proposed that can provide an optimal reservoir management strategy for effective or beneficial use of water stored in an interconnected multiple reservoirs system. Each individual reservoir is regarded as a lumped impoundment, thus its time-varying storage being represented by the water balance equation in the form of an ordinary differential equation. The reservoirs are also assumed to be operated in compliance with a combination of both the individual prior determined rules (i.e., rule curves) and the interrelated rule that allows regulatory release or transfer of redundancies to the downstream reservoir. A simulation/optimization model is thus developed that optimizes the regulated flows (i.e.,the proportionals) and computes the resulting individual storages. In search of an optimal storage regulation for a given reservoirs system,the genetic algorithm is employed to find the optimal proportionals in the context of minimizing an appropriately defined fitness function. Some demonstrative operations of the model for a fictitious system suggest that with the successful convergence of the genetic algorithm the proposed mothodology enables complete determination of the regulated flows which can make maximum use of the impounded water resources.
机译:提出了一种先进的方法,可以为有效或有益地使用互连的多个水库系统中存储的水提供最佳的水库管理策略。每个单独的水库都被视为集总蓄水池,因此其时变存储以水平衡方程形式以常微分方程的形式表示。还假定储层的操作符合各个预先确定的规则(即,规则曲线)和允许调节释放或将冗余转移到下游储层的相关规则的组合。因此,开发了一种模拟/优化模型,该模型优化了调节流量(即比例)并计算了所得的单个存储量。为了寻找给定水库系统的最佳存储规则,在最小化适当定义的适应度函数的情况下,采用遗传算法找到最佳比例。虚拟系统模型的一些说明性操作表明,随着遗传算法的成功收敛,所提出的方法论能够完全确定调节流量,从而可以最大程度地利用蓄积的水资源。

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