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首页> 外文期刊>Advances in modelling and analysis, C. Systems analysis, control and design, simulation, CAD >Fuzzy logic based on-line load flow solution under normal/contingency conditions of electrical power systems
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Fuzzy logic based on-line load flow solution under normal/contingency conditions of electrical power systems

机译:基于电力系统正常/应急条件下在线负载流解的模糊逻辑

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In this paper, a fuzzy load flow (FLF) algorithm based on fuzzy control theory is proposed. Fuzzy logic is used to deal with uncertainties such as bus injected active and reactive powers, bus voltage magnitudes and angles in a simple manner thereby reducing the system complexity and the time required for calculations. In the proposed method, the real and reactive power mismatches per voltage magnitude at each bus of the power system are chosen as the crisp input values, which are fuzzified into a fuzzifier. The process logic uses a rule base to explode the fuzzy output signals which are defuzzified and the crisp values are chosen as the corrections of voltage angle and magnitude at each bus of the system. A sparsity technique is implemented for the sparse matrices as input data in order to reduce the overall computation time and storage requirements. The performance of the proposed fuzzy load flow method has been tested on the IEEE 14- bus typical system and 362-bus Iraqi National Grid (ING) as a practical system. Results are compared with fast decoupled load flow (FDLF) solution under normal operation conditions. The proposed method is faster (in overall computation time) than the fest decoupled load flow method by about 60 for the same power mismatch accuracy. Two characteristic features of the proposed fuzzy load flow are the on-line applicability for small as well as large-scale power systems in addition to successful solution of normal and contingent power systems especially the case of ill-conditioning by adding series capacitors to certain transmission lines in the system. Also, the fuzzy system has many advantageous features such as optimized system complexity, control of power flow, control of nonlinear system, and its durability to include uncertainty in input data.
机译:该文提出一种基于模糊控制理论的模糊荷载流(FLF)算法。模糊逻辑用于以简单的方式处理不确定性,例如总线注入的有功和无功功率、总线电压的大小和角度,从而降低了系统的复杂性和计算所需的时间。在所提出的方法中,选择电力系统每总线上每个电压幅度的有功功率失配和无功功率失配作为清晰输入值,并将其模糊化为模糊器。该过程逻辑使用规则库来分解模糊输出信号,并选择清晰值作为系统每个总线上的电压角和幅度的校正。将稀疏矩阵作为输入数据,实现稀疏技术,以减少整体计算时间和存储需求。所提出的模糊负载流方法的性能已在IEEE 14总线典型系统和362总线伊拉克国家电网(ING)上作为实用系统进行了测试。将结果与正常操作条件下的快速解耦负载流 (FDLF) 解决方案进行比较。在相同的功率失配精度下,所提方法比fest解耦负载流方法快约60%(在总计算时间内)。所提出的模糊负载流的两个特征是,除了成功解决普通和应急电力系统外,还具有对小型和大型电力系统的在线适用性,特别是通过在系统中的某些输电线路上添加串联电容器来调节不良的情况。此外,模糊系统还具有许多优势,例如优化系统复杂性、潮流控制、非线性系统控制以及输入数据中包含不确定性的耐久性。

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