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An evolutionary online sequential extreme learning machine for maximum power point tracking and control in multi-photovoltaic microgrid system

机译:用于多光伏微电网系统中最大功率点跟踪和控制的进化型在线顺序极限学习机

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摘要

In this paper, a new non-iterative Maximum Power Point tracking (MPPT) scheme is proposed for Photovoltaic (PV) based utility grid interactive microgrid application. A multiple PV based two stage conversion unit is studied while considering worst grid scenario by UL 1741 standards. An evolutionary approach called Hybrid Firefly Algorithm based Improved Online Sequential Extreme Learning Machine (HFA-IOSELM) is proposed for the MPPT study. The tracking error is significantly reduced with the proposed Improved Online Sequential Extreme Learning Machine (IOSELM) due to the dynamic clustering of input data (based on solar irradiation). Hybrid Firefly Algorithm (HFA) is used to reduce the randomness in the input weights of the IOSELM. To ensure improvement in both DC side (duty cycle) and AC side, i.e. VSC Phase locked loop (PLL), a MPPT based reference calculation procedure is proposed. VSC pulse width modulation (PWM) is sensitive to erroneous reference value during operational uncertainty and hence impact of proposed dynamic control reference calculation is validated with a nonlinear Lyapunov Finite Time Sliding Mode Control (LFSMC) scheme. MATLAB, TMS320 C6713 test bench simulation is considered for validation of effectiveness, where improvement in power quality (reduction in erroneous reference calculation, dead time, lower order harmonics) as well as enhanced stability margin (VSC closed loop PLL) are ensured.
机译:本文提出了一种新的非迭代最大功率点跟踪(MPPT)方案,用于基于光伏(PV)的公用电网交互式微电网应用。研究了基于多PV的两级转换单元,同时考虑了UL 1741标准的最坏电网情况。针对MPPT研究,提出了一种基于混合Firefly算法的改进方法,该方法基于改进的在线顺序极限学习机(HFA-IOSELM)。由于输入数据的动态聚类(基于太阳辐射),建议的改进的在线顺序极限学习机(IOSELM)大大降低了跟踪误差。混合萤火虫算法(HFA)用于减少IOSELM输入权重的随机性。为了确保改善DC侧(占空比)和AC侧(即VSC锁相环(PLL)),提出了一种基于MPPT的参考计算程序。 VSC脉冲宽度调制(PWM)在操作不确定期间对错误的参考值敏感,因此,使用非线性Lyapunov有限时间滑模控制(LFSMC)方案验证了所建议的动态控制参考计算的影响。为了确保有效性,考虑使用MATLAB,TMS320 C6713测试台仿真,以确保提高电能质量(减少错误基准计算,死区时间,低阶谐波)以及增强的稳定性裕度(VSC闭环PLL)。

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  • 来源
    《Refocus》 |2017年第10期|33-53|共21页
  • 作者单位

    Siksha 'O' Anusandhan University, Bhubaneswar, India;

    Siksha 'O' Anusandhan University, Bhubaneswar, India;

    Siksha 'O' Anusandhan University, Bhubaneswar, India;

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