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Optimal Power Flow with Voltage-Sensitive Loads in Distribution Networks

机译:配电网中具有压敏负载的最优潮流

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Traditionally, the optimal power flow (OPF) assumes a constant (active and reactive) power load model and thus it neglects the effect of the voltage sensitiveness of power load injections. As a consequence, the results from the OPF may be distorted and lead to suboptimal solutions. This paper proposes an optimal power flow, which seeks to minimize the total active power losses of a distribution network with voltage-sensitive loads. The mathematical model is highly nonlinear and nonconvex due to the ac network constraints and the voltage-sensitive load models. A Tabu Search algorithm capable of handling the non-linearities associated with practical modeling aspects is proposed. Numerical results on a 69-bus distribution test system show the effectiveness of the proposed approach, as well as the impact of the load power injections on the voltage profile of the system.
机译:传统上,最佳功率流(OPF)假设一个恒定的(有功和无功)功率负载模型,因此它忽略了功率负载注入的电压敏感性的影响。结果,OPF的结果可能会失真,并导致解决方案不理想。本文提出了一种最佳的潮流,旨在使带有电压敏感负载的配电网络的总有功功率损耗最小。由于交流网络的限制和对电压敏感的负载模型,该数学模型是高度非线性且不凸的。提出了一种禁忌搜索算法,该算法能够处理与实际建模方面相关的非线性。在69总线配电测试系统上的数值结果表明了该方法的有效性,以及负载功率注入对系统电压曲线的影响。

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