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A simulation/optimization model for selecting infrastructure alternatives in complex water resource systems.

机译:在复杂的水资源系统中选择基础设施替代方案的模拟/优化模型。

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The paper introduces a simulation/optimization procedure for the assessment and the selection of infrastructure alternatives in a complex water resources system, i.e. in a multisource (reservoirs) multipurpose bulk water supply scheme. An infrastucture alternative is here a vector X of n decision variables describing the candidate expansionsew plants/water transfers etc. Each parameter may take on a discrete number of values, with its own investment cost attached. The procedure uses genetic algorithms for the search of the optimal vector X through operators mimicking the mechanisms of natural selection. For each X, the value of the objective function (O.F.) is assessed via a simulation model. Simulation is necessary as the O.F. contains, besides investment costs, also incremental operation costs and benefits that depend on the incremental water amounts which the alternative can provide. The simulation model transforms a thirty-year hydrologic input at daily/monthly scale in water allocations, accounting for the usual nonnegativity constraints and using some simple, sytem-specific rules aimed at reducing spills and at sharing water deficits among demand centres. Different O.Fs and constraints have been tested, such as incremental financial cost/benefit minimization under various maximum water deficit constraints scenarios or cost/benefit mimization including scarcity costs. This latter approach has the advantage of implicitly allowing for the magnitude of deficits, but requires the assessment of deficit-scarcity cost relationships. The application of the procedure to a water resources system in south-western Sicily shows that the model is able to converge to results that are consistent with the planning options expressed by the selected O.Fs.
机译:本文介绍了一种模拟/优化程序,用于评估和选择复杂水资源系统中的基础设施替代方案,即在多源(水库)多用途散装供水方案中。基础设施替代方案是n个决策变量的向量X,它描述候选扩展/新植物/水的转移等。每个参数可以具有离散数量的值,并附带自己的投资成本。该程序使用遗传算法,通过模仿自然选择机制的算子来搜索最佳向量X。对于每个X,通过仿真模型评估目标函数(O.F.)的值。仿真是必要的,因为O.F.除投资成本外,还包含增量运营成本和收益,这些成本和收益取决于替代品可提供的增量水量。该模拟模型按日/月规模转换了三十年的水文输入,以解释通常的非负性约束,并使用了一些简单的,针对特定系统的规则,旨在减少溢流并在需求中心之间共享缺水量。已测试了不同的Os和约束条件,例如在各种最大缺水约束条件下的财务成本/收益最小化或包括稀缺成本在内的成本/收益最小化。后一种方法的优点是隐式考虑了赤字的数量,但是需要评估赤字-稀缺成本关系。该程序在西西里岛西南部水资源系统中的应用表明,该模型能够收敛到与所选O.Fs所表示的计划选择相一致的结果。

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