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LAGRANGE MULTIPLIER-BASED OPTIMAL LOAD CURTAILMENT ALGORITHM AND APPLICATION THEREOF

机译:基于拉格朗日乘数的最优载荷缩减算法及其应用

摘要

The present invention relates to a Lagrange multiplier-based optimal load curtailment algorithm and application thereof in power system reliability evaluation. The technical characteristics of the algorithm comprise: inputting all system states to be subjected to reliability evaluation and creating corresponding optimal load curtailment models; classifying all of the optimal load curtailment models according to the Lagrange multiplier to form a plurality of sets; using the Lagrange multiplier to separately solve the optimal load curtailment models in individual sets to obtain the optimal load curtailment amount of each corresponding system state. The key of the present invention is to use the Lagrange multiplier to establish the functional relationship between the optimal load curtailment amount and the system state, and the transformation of the iterative optimization solution process in the traditional optimal load curtailment algorithm into a simple matrix calculation greatly reduces the computational complexity, thus improving the calculation speed and calculation efficiency for power system reliability evaluation, and achieving excellent compatibility.
机译:本发明涉及一种基于拉格朗日乘法器的最优载荷缩减算法及其在电力系统可靠性评估中的应用。算法的技术特征包括:输入所有系统状态以进行可靠性评估并创建相应的最佳负载缩减模型;根据拉格朗日乘法器对所有最佳载荷缩减模型进行分类,以形成多个组;使用拉格朗日乘法器可以单独解决各个组中的最佳负载缩减模型,以获得每个相应的系统状态的最佳负载缩减量。本发明的关键是使用拉格朗日乘法器在最佳负载缩减量和系统状态之间建立功能关系,以及在传统的最佳负载缩减算法中的迭代优化解决方案过程的变换大大为简单的矩阵计算降低计算复杂性,从而提高了电力系统可靠性评估的计算速度和计算效率,实现了优异的兼容性。

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