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Optimization of Hedging Rules for Reservoir Operation During Droughts Based on Particle Swarm Optimization

机译:基于粒子群算法的干旱期水库避险规则优化。

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This paper presents a methodology to achieve the identification of optimal hedging rules for operating reservoir systems, seeking to mitigate the drought impacts. The heuristic Particle Swarm Optimization (PSO) method is adopted as the optimization solver. This procedure establishes a two-phase method that combines PSO with the simulation of the water system, representing a system of reservoirs that are jointly operated to satisfy a set of demands with different priorities. The hedging rules are based on monthly storage levels that trigger restrictions on the demands. As model parameters, monthly rule activation thresholds and rationing factors were used for each type of demand. The optimization procedure minimizes an objective function that penalizes large deficits and assigns different weights to different demand types. Since the whole problem is quite complex, its dimensionality is reduced through: i) a set of candidate monthly activation thresholds are selected a priori associated to given risk conditions; and ii) the rationing factors are defined for every demand of each threshold throughout all months. In addition, an effort is made to avoid the trap in local optimums, whilst several other comments considering the application of the PSO method in the examined applications are provided. The procedure has been successfully applied to four water resource systems in Spain. From the application it can be seen that the deficits of the water supply demand are nearly removed, thanks to the larger weight given to the deficits of this demand type. The irrigation deficits are also reduced, since we lead to a sequence of smaller shortages than only one potential catastrophic shortage.
机译:本文提出了一种方法,可以确定运行中的水库系统的最佳套期保值规则,以减轻干旱的影响。采用启发式粒子群优化(PSO)方法作为优化求解器。该程序建立了一个两阶段方法,将PSO与水系统的仿真相结合,代表了共同运行的水库系统,以满足一组具有不同优先级的需求。套期保值规则基于触发需求限制的每月存储量。作为模型参数,每种类型的需求都使用月度规则激活阈值和配给因子。优化过程最小化了一个目标函数,该函数惩罚了较大的赤字并为不同的需求类型分配了不同的权重。由于整个问题非常复杂,因此可通过以下方式降低其范围:i)先验选择与给定风险条件相关的一组候选每月激活阈值; ii)在整个月中为每个阈值的每个需求定义配给因子。此外,还努力避免陷入局部最优状态,同时提供了其他一些考虑PSO方法在所检查应用程序中的应用的注释。该程序已成功应用于西班牙的四个水资源系统。从该应用中可以看出,由于这种需求类型的赤字被赋予了更大的权重,因此几乎消除了供水需求的赤字。灌溉赤字也减少了,因为我们导致一系列的短缺,而不仅仅是一个潜在的灾难性短缺。

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