A novel fault location strategy based on Bi‐LSTM for MMC‐HVDC systems

Jude Inwumoh, Craig Baguley, Udaya Madawala, Kosala Gunawardane
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Abstract

Abstract The integration of modular multilevel converters (MMCs) with high voltage direct current (HVDC) transmission systems is an efficient method for transporting electricity from distant renewable energy sources to demand centres. However, MMC‐HVDC systems face reliability challenges during DC overcurrent faults, often caused by component failures that can lead to HVDC network shutdowns. Consequently, a reliable fault location approach is crucial for grid protection and restoration, aiding in fault isolation and alternate power flow identification. Conventional fault location methods struggle with manual protective threshold setting, susceptibility to fault resistance and noise, and the need for communication channels, resulting in signal delays. In multi‐terminal HVDC networks, fault location becomes even more complex due to poor selectivity and sensitivity in traditional schemes. This study proposes a robust fault location approach based on bidirectional long short‐term memory (bi‐LSTM). The method offers a simplified decision‐making model with low computational requirements, utilizing fault features from one end of the network, eliminating the need for a communication channel. Remarkably, this approach achieves high fault location accuracy, even with varying fault types, resistances, and noise levels, as demonstrated by an MSE of 0.006 and a percentage error below 1% in simulations conducted using a real‐time simulator with MATLAB/Simulink.
基于Bi - LSTM的MMC - HVDC故障定位策略
模块化多电平变流器(mmc)与高压直流(HVDC)输电系统的集成是将电力从遥远的可再生能源输送到需求中心的有效方法。然而,MMC - HVDC系统在直流过流故障期间面临可靠性挑战,这些故障通常是由组件故障引起的,可能导致HVDC网络关闭。因此,可靠的故障定位方法对电网保护和恢复至关重要,有助于故障隔离和备用潮流识别。传统的故障定位方法存在手动设置保护阈值、易受故障电阻和噪声影响以及需要通信通道等问题,导致信号延迟。在多端高压直流网络中,由于传统方案的选择性和灵敏度较差,故障定位变得更加复杂。本文提出了一种基于双向长短期记忆(bi - LSTM)的鲁棒故障定位方法。该方法提供了一个简化的决策模型,计算量低,利用网络一端的故障特征,消除了对通信通道的需求。值得注意的是,这种方法即使在不同的故障类型、电阻和噪声水平下也能实现很高的故障定位精度,在使用MATLAB/Simulink实时模拟器进行的仿真中,MSE为0.006,百分比误差低于1%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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