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Coordinated parameter design of power system stabilizers and static synchronous compensator using gradual hybrid differential evaluation

机译:基于渐进混合差分评估的电力系统稳定器与静态同步补偿器协调参数设计。

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In this study, the damping scale function is used as an objective function to coordinate power system stabilizers and a static synchronous compensator with damping stabilizer parameters under various power system operating conditions to address high-frequency oscillation problems. The gradual hybrid differential evaluation algorithm developed in this study employs the gradual search method on the hybrid differential evaluation to enhance the probability of finding an optimal solution. A 16-machine power system is used to estimate the feasibility of the proposed objective function and algorithm. In the test system, all machines have stabilizers installed, and a static synchronous compensator with a damping stabilizer is placed on bus 17. The input signals of the damping stabilizer and power system stabilizers include local and remote voltage or speed deviation signals, respectively. The proposed objective function and the objective function of the combined damping factor and damping ratio are used to search for optimal power system stabilizers, and a static synchronous compensator with damping stabilizer parameters with the gradual hybrid differential evaluation algorithm and previous gradual self-tuning hybrid differential evaluation algorithms are tested under various operating conditions. The results in the frequency and time-domains reciprocally demonstrate the reliability of the simulation results. Analysis of the results indicates that the damping scale and the gradual hybrid differential evaluation algorithm can effectively coordinate power system stabilizers and the static synchronous compensator with damping stabilizer parameters to increase the transient stability of a power system. (C) 2016 Elsevier Ltd. All rights reserved.
机译:在这项研究中,阻尼标度函数被用作目标函数,以协调电力系统稳定器以及在各种电力系统工作条件下具有阻尼稳定器参数的静态同步补偿器,以解决高频振荡问题。本研究中开发的渐进式混合差分评估算法对混合差分评估采用渐进搜索方法,以提高找到最优解的可能性。使用16台机器的电源系统来估计所提出的目标函数和算法的可行性。在测试系统中,所有机器都安装了稳定器,并且在总线17上放置了带有阻尼稳定器的静态同步补偿器。阻尼稳定器和电力系统稳定器的输入信号分别包括本地和远程电压或速度偏差信号。拟议的目标函数以及组合的阻尼系数和阻尼比的目标函数用于搜索最佳电力系统稳定器,以及具有渐进混合微分评估算法和先前渐进式自整定混合微分的具有阻尼稳定器参数的静态同步补偿器评估算法在各种操作条件下进行测试。频域和时域中的结果相互证明了仿真结果的可靠性。结果分析表明,阻尼标度和渐进混合微分评估算法可以有效地协调电力系统稳定器和带有阻尼稳定器参数的静态同步补偿器,以提高电力系统的暂态稳定性。 (C)2016 Elsevier Ltd.保留所有权利。

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