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基于两阶段故障分析的电网重构多目标优化数学模型

A Multi-objective Optimization Mathematical Model for Power Grid Reconstruction Based on Two-stage Fault Analysis

  • 摘要: 随着电网运行势态的日渐复杂,传统通过少量典型运行方式获得的运行规则已无法满足实际运行需求。针对现有技术的不足,提供一种基于两阶段故障分析的电网重构多目标优化数学模型。利用数据挖掘和K-means聚类生成故障场景集,构建多目标优化重构模型,采用差分进化算法进行求解。对不同运行方式下的最大损失负荷进行计算,最终通过评判模型选取最优解。实验结果表明该模型显著提高了电网的可靠性,保障了电力系统的稳定性和持续供电,同时有效降低了系统的损耗和操作成本。

     

    Abstract: With the increasing complexity of the power grid operation situation, the traditional operation rules obtained through a small number of typical operation modes can no longer meet the actual operation requirements. In view of the shortcomings in the existing technology, this study provides a multi-objective optimization mathematical model for power grid reconstruction based on two-stage fault analysis. Data mining and K-means clustering were used to generate fault scenario sets, and a multi-objective optimization reconstruction model was constructed, which was solved by differential evolution algorithm. The maximum loss load under different operation modes is calculated, and finally the optimal solution is selected through the evaluation model. The experimental results show that the reliability of the power grid is significantly improved, the stability and continuous power supply of the power system are guaranteed, and the loss and operation cost of the system are effectively reduced.

     

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