含电动汽车的两区可再生能源电力系统的差分进化优化自动发电控制

Suriya Sharif, M. Jamil
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摘要

始终如一地为消费者提供优质电力至关重要。使用频率稳定性和不同控制区之间的功率流来确定标准电能质量。因此,自动发电控制(AGC)被频繁地用于稳定电力系统。本文介绍了包括热电、小水力发电厂(SHPP)、风力发电系统(WTS)和电动汽车(ev)在内的混合动力系统的AGC。在电网中加入电动汽车、火电厂发电速率约束和两个控制区域的时滞使得所建议的电力系统更加现实和可行。这使得系统更加复杂,并且需要使用可靠的控制器来正常运行。各区域采用比例积分导数(PID)和分数阶比例积分导数(FOPID)控制器控制系统输出功率,维持功率平衡。这导致频率保持在其最优值附近。为了优化系统AGC的FOPID和PID控制器的增益值,采用了差分进化算法(DEA)。在区域a1和区域a2中,使用阶跃负载摄动评估系统动力学。根据测试结果,采用FOPID控制器的控制策略增强了系统在欠调、超调、稳定时间、稳态误差和振幅振荡方面的频率响应性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Differential Evolution Optimized Automatic Generation Control of a Two Area Renewable Energy Source Based Power System Incorporating Electric Vehicles
It is crucial to provide consumers quality electric power consistently. The frequency stability and power flow between different control zones are used to determine the standard power quality. As a consequence of which automatic generation control (AGC) is frequently employed to stabilize the power system. This work presents the AGC of a hybrid power system’s including thermal, small hydro power plant (SHPP), wind Turbine System (WTS) and Electric vehicles (EVs). The addition of electric vehicles to the utility grid, thermal plant generating rate constraints, and time delays in both control regions make the suggested power system more realistic and practicable. This makes the system a little more complicated, and it necessitates the use of a reliable controller to perform properly. Proportional Integral Derivative (PID) and Fractional Order Proportional Integral Derivative (FOPID) controllers are implemented in each region to control the system’s output power and sustain power balance. This leads to the frequency remaining near to its optimum value. To optimize the gain values of FOPID and PID controllers for AGC of the proposed system, Differential Evolution algorithm (DEA) is implemented. In Area1 and Area2 the system dynamics are assessed using a step load perturbation. The suggested control strategy using a FOPID controller enhances the frequency responsiveness of the system in terms undershoot, overshoot, settling time, steady state errors, and amplitude oscillations according to test results.
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