设计和分析解除管制环境中带有 TCPS 和储能装置的多区域电力系统的最佳 AGC 调节器

Ram Naresh Mishra, Narendra Kumar, Devendra Kumar Chaturvedi
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引用次数: 0

摘要

在当今的电力网络中,快速变化是常态,而自动发电控制(AGC)等辅助服务在保持供电质量方面发挥着至关重要的作用。AGC 可确保发电量、需求量和损耗之间的平衡,以维持频率稳定,并将连接线功率的变化控制在设定范围内,即使负载发生变化也不例外。为实现这一目标,考虑新的控制方法总是有益的。本文介绍了新型 AGC 调节器的设计,该调节器将直流侧功率偏差作为涡轮机控制器的额外控制变量。在本研究中,三个不同的解除管制电力系统(包含两个控制区),即三个火力发电组、一个火力发电组和两个水力发电组的组合以及三个水力发电组,每个控制区包括两个配电公司(DISCO)。这些最优 AGC 调节器在拟议的热-热-热系统中实施,以执行各种电力合同。结果表明,动态结果符合 AGC 标准。为了进一步改善动态结果,并通过加入氧化还原液流电池(RFB)来提高拟议系统的稳定裕度。在实际运行条件下,由于老化效应、简化数学模型时的假设等原因,系统参数不会保持不变。因此,系统参数标称值的±50%偏差可用于评估最佳 AGC 调节器在所研究系统中的性能。建议的现实 AGC 系统包含许多参数波动,并与为建议计划开发的最佳 AGC 调节器配合良好。这项研究扩展到了一个放松管制框架下的双区热力-水力-水力(THH)系统,该系统通过异步传输链路连接,带或不带晶闸管控制移相器(TCPS)和 RFB。遗传算法(GA)可以解决许多问题,它具有全局搜索功能,可灵活处理不同类型的问题,具有内在的并行性,并能处理大量复杂的搜索空间。因此,一个具有并行连接线的两区放松管制的水利水电系统采用了 GA-PID、GA-FOPID 和 GA-(1 + PI)-FOPID 控制器。此外,所提供方法的每个部分都采用了随机负载扰动(RLD),以显示所提议控制策略的弹性和卓越性能。为了在计划中产生各种动态反应,采用了 MATLAB 软件 R2013a 版本。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Design and analysis of optimal AGC regulator for multi-area power systems with TCPS and energy storage unit in deregulated environment

Design and analysis of optimal AGC regulator for multi-area power systems with TCPS and energy storage unit in deregulated environment
In today's electric power network, fast changes are the norm, and auxiliary services such as automatic generation control (AGC) play a crucial role in maintaining the quality of the power supply. AGC ensures a balance between power generation, demand, and losses to sustain frequency stability and variation in tie-line power within a set limit, even when the load changes. To accomplish this, it is always beneficial to consider new approaches to controlling the situation. This paper introduces the design of new AGC regulators that consider deviation in DC tie-line power as an extra control variable for the turbine controller. In this study, three different deregulated power systems (containing two control areas), namely three thermal generations, the combination of one thermal and two hydro generations, and three hydro generations, including two power distribution companies (DISCOs) in each control area. These optimal AGC regulators are implemented in the proposed thermal–thermal–thermal system to carry out the various power contracts. The results have shown that the dynamic outcomes meet the AGC standards. To improve further dynamic results and the proposed systems' stability margins by incorporating redox flow batteries (RFB). In actual operating conditions, the system parameters do not remain constant due to the aging effect, assumptions made in simplifying the mathematical model, etc. Thus, ±50% deviations in the nominal value of system parameters to assess how well the optimal AGC regulators perform in the system under investigation. The suggested realistic AGC system incorporates many parameter fluctuations and works well with the optimal AGC regulators developed for the proposed plans. This study expanded to include a two-area, thermal-hydro-hydro (THH) system under a deregulated framework connected via an asynchronous transmission link with or without a thyristor-controlled phase shifter (TCPS) and RFB. The genetic algorithm (GA) can solve many issues and has global search, flexibility to varied problem types, intrinsic parallelism, and the ability to handle massive, complex search spaces. Thus, a two-area deregulated hydro-hydro-hydro system with parallel tie-lines utilizes GA-PID, GA-FOPID, and GA-(1 + PI)-FOPID controllers. Moreover, a random load disturbance (RLD) is employed in each section of the offered approach to show the resilience and elite performance of the proposed control strategy. To produce various dynamic reactions in the plans, MATLAB software version R2013a is employed.
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