A Novel Approach for Dynamic Analysis of Wind-Integrated Multi-Machine Power Systems

IF 0.5 Q4 ENGINEERING, ELECTRICAL & ELECTRONIC
Ankhi Gulati
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引用次数: 0

Abstract

Indeed, the rapid expansion of Renewable Energy Sources (RES) in recent years has brought about numerous benefits, including reduced carbon emissions, increased energy independence, and the creation of new economic opportunities. However, integrating these variable and intermittent sources into existing power systems poses several challenges for power system management. Faults in electrical networks are among the key factors and sources of network disturbances. Control and automation strategies are among the key fault clearing techniques responsible for the safe operation of the system. In recent years, the increasing penetration of wind energy in multi-machine power systems has posed unique challenges to power grid stability and reliability. Accurate assessment methodologies are required to ensure the effective integration of wind energy sources while maintaining grid stability. Several researchers have revealed various constraints of control and automation strategies such as a slow dynamic response, the inability to switch the network on and off remotely, a high fault clearing time and loss minimization. It's important to note that the impact of wind energy on system inertia is a complex and dynamic aspect of power system operation. Ongoing research and technological advancements aim to improve the integration of wind and other renewable energy sources while ensuring grid stability and reliability. As the energy transition continues, addressing these technical challenges is crucial for building a sustainable and resilient power system. In this paper, the influence of doubly-fed induction generator (DFIG) penetration is analyzed to examine the transient stability of power system networks. The concept of a Coupling Strength Index (CSI) derived from Network Structural Characteristics Theory sounds intriguing, especially in the context of identifying critical elements susceptible to the impact of a three-phase fault in a network. The investigation involves studying the transient stability of a power system under different conditions, specifically with and without doubly-fed induction generators (DFIGs) connected to a weak bus. Additionally, a three-phase fault is applied at the middle of the identified weakest line for both the IEEE 9 and 39 bus systems. The investigation of generator speed, rotor angle, and electric power during transient stability analysis provides a holistic view of how a power system responds to disturbances. This information is crucial for ensuring the reliability and stability of the system, especially when studying the integration of renewable energy sources and addressing potential challenges associated with faults and weak buses. This paper presents a pioneering non-iterative framework for dynamically assessing wind energy dominated multi-machine power systems. The proposed framework aims to address the shortcomings of traditional iterative methods, providing a more efficient and reliable approach to power system analysis.
风电一体化多机电力系统动态分析新方法
事实上,近年来可再生能源(RES)的迅速发展带来了诸多益处,包括减少碳排放、提高能源独立性以及创造新的经济机遇。然而,将这些可变和间歇性能源纳入现有电力系统给电力系统管理带来了一些挑战。电网故障是电网干扰的关键因素和来源之一。控制和自动化策略是确保系统安全运行的关键故障排除技术之一。近年来,风能在多机电力系统中的渗透率越来越高,给电网的稳定性和可靠性带来了独特的挑战。要确保风能资源的有效整合,同时保持电网稳定,就需要精确的评估方法。一些研究人员揭示了控制和自动化策略的各种制约因素,如动态响应慢、无法远程开关网络、故障清除时间长以及损失最小化等。值得注意的是,风能对系统惯性的影响是电力系统运行的一个复杂而动态的方面。正在进行的研究和技术进步旨在改进风能和其他可再生能源的整合,同时确保电网的稳定性和可靠性。随着能源转型的不断深入,应对这些技术挑战对于建设一个可持续的、具有弹性的电力系统至关重要。本文分析了双馈异步发电机(DFIG)渗透率的影响,以研究电力系统网络的暂态稳定性。从网络结构特性理论中得出的耦合强度指数 (CSI) 概念听起来很有趣,尤其是在识别网络中易受三相故障影响的关键元件时。调查涉及研究不同条件下电力系统的瞬态稳定性,特别是有无双馈异步发电机(DFIG)连接到弱母线的情况。此外,在 IEEE 9 母线和 39 母线系统中,在确定的最弱线路的中间位置都会发生三相故障。在瞬态稳定性分析过程中,对发电机转速、转子角度和电功率的研究提供了电力系统如何应对扰动的整体视图。这些信息对于确保系统的可靠性和稳定性至关重要,尤其是在研究可再生能源的整合以及应对与故障和弱母线相关的潜在挑战时。本文提出了一个开创性的非迭代框架,用于动态评估风能主导的多机电力系统。所提出的框架旨在解决传统迭代法的缺点,为电力系统分析提供更高效、更可靠的方法。
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来源期刊
Journal of Electrical Systems
Journal of Electrical Systems ENGINEERING, ELECTRICAL & ELECTRONIC-
CiteScore
1.10
自引率
25.00%
发文量
0
审稿时长
10 weeks
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