首页> 外文会议>WSEAS International Conference on Applications of Electrical Engineering >A ROBUST PSS AUTOMATED DESIGN BASED ON ADVANCED H_2 AND H∞ FREQUENCY CONTROL TECHNIQUES TO IMPROVE POWER SYSTEM STABILITY
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A ROBUST PSS AUTOMATED DESIGN BASED ON ADVANCED H_2 AND H∞ FREQUENCY CONTROL TECHNIQUES TO IMPROVE POWER SYSTEM STABILITY

机译:基于先进H_2和H∞频率控制技术的强大PSS自动化设计,提高电力系统稳定性

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This paper proposes the automated design of power system stabilizer (PSS) based on robust loop-shaping H∞ controller (HinfPSS). The control objective is to enhance the stability and to improve the dynamic response of a single-machine power system operating in different conditions. Simulation results show that this control strategy is very robust, flexible and alternative performance. The nonlinear model of the power system is constructed with the differential equations. In other part, the Linear Quadratic - Gaussian (LQG) control scheme (has the same structure as the traditional Russian AVRPSS [4]), consists of an optimal state-feedback gain and a KALMAN state estimator, and equivalently in this paper on a robust H_2 controller 'H2PSS', who was applied as a test control system in this paper. A detailed sensitivity analysis for a one-machine-infinite-bus system reveals that the fuzzy sliding-mode power system stabilizer is quite robust to wide variations in operating load and system parameters. Stabilizers suggested in this work have the same structure as the traditional Russian PSS. The simulation results show that a highs performances and robustness using the first regulation technique method (HinfPSS) in comparison with using robust H2PSS, due to the initial physical (real) non-linear proprieties of power system.
机译:本文提出了电力系统稳定器的自动设计基于鲁棒环路整形H∞控制器(HinfPSS)(PSS)。的控制目标是提高稳定性,并改善在不同条件下的单一机电力系统的操作的动态响应。仿真结果表明,这种控制策略是非常强大的,灵活的和可替代的性能。电力系统的非线性模型构造与微分方程。在其它部分中,线性二次 - 高斯(LQG)控制方案(具有相同的结构与传统的俄罗斯AVRPSS [4]),在本文中对一个由一个最佳状态反馈增益和卡尔曼状态估计器,和等效的鲁棒H_2控制器“H2PSS”,谁被施加为在本文的测试控制系统。对于一机器无穷大系统的详细灵敏度分析表明模糊滑模电力系统稳定器是在运行负荷和系统参数相当坚固以较大变化。在这项工作中提出的稳定具有相同的结构与传统的俄罗斯PSS。仿真结果表明,一个高点的性能和鲁棒性使用第一调节技术方法(HinfPSS)相比,使用健壮H2PSS,由于初始物理(真实)功率系统的非线性礼节。

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