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Robust PSS design using H∞ loop shaping method over variations in inertia constant of SMIB system

机译:鲁棒PSS设计使用H∞环形成形方法在SMIB系统惯性常量变化中

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Low frequency oscillations are one of the major problems which can adversely affect stability of power system. In order to repress this problem; usually a power system stabilizer is used. Performance of Conventional Power System Stabilizer (CPSS) will degrade due to any deviation from its quiescent operating state. Variations in system inertia constant; significantly play a role in causing the low frequency oscillations; which in turn affect the power system frequency. The inertia constant also affects the manner in which a disturbed system regains its steady state. So a robust PSS is required to achieve a good frequency stability for single machine infinite bus (SMIB) system; which can attain robustness against variations in inertia constant. This paper elucidates the; H∞ loop shaping method to design a PSS for a simplified Heffron-Phillips model of SMIB system. Designed robust PSS ensures the robustness of the system against parameter variation in inertia constant. It also ensures the stability and has superior oscillation damping capacity against system inertia constant.
机译:低频振荡是可能对电力系统稳定性产生不利影响的主要问题之一。为了压制这个问题;通常使用电力系统稳定剂。由于与静态操作状态的任何偏差,传统电力系统稳定剂(CPS)的性能将降低。系统惯性变化常数;显着起到导致低频振荡的作用;这反过来影响电力系统频率。惯性恒定也影响受干扰系统恢复其稳态的方式。因此,需要一种坚固的PSS来实现单机无限总线(SMIB)系统的良好频率稳定性;这可以实现稳健性对抗惯性常量变化。本文阐明了; H∞环形整形方法,用于设计SMIB系统简化Heffron-Phillips模型的PSS。设计的稳健PSS确保系统对惯性恒定参数变化的鲁棒性。它还确保了稳定性,并且具有较高的振荡阻尼能力恒定。

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