Two Layer Markov Model for Prediction of Future Load and End of Discharge Time of Batteries

M. Faraji-Niri, J. Marco, T. Dinh, Nixon Tung Fai Yu
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引用次数: 4

Abstract

To predict the remaining discharge energy of a battery, it is significant to have an accurate prediction of its end of discharge time (EoDT). In recent studies, the EoDT is predicted by assuming that the battery load profile (current or power) is a priori known. However, in real-world applications future load on a battery is typically unknown with high dynamics and transients. Therefore, predicting battery EoDT in an online manner can be very challenging. The purpose of this paper is to derive a load prediction method for capturing historical charge/discharge behaviour of a battery to generate the most probable future usage of it, enabling an accurate EoDT prediction. This method is based on a two layer Markov model for the load extrapolation and iterative model-based estimation. To develop the proposed concept, lithium-ion batteries are selected and the numerical simulation results show an improvement in terms of the accuracy of the EoDT prediction compared to methods presented in the literature.
基于双层马尔可夫模型的电池未来负荷和放电结束时间预测
准确预测电池的放电结束时间(EoDT)是预测电池剩余放电能量的关键。在最近的研究中,通过假设电池负载分布(电流或功率)是先验已知的来预测EoDT。然而,在实际应用中,电池的未来负载通常是未知的,具有高动态和瞬态。因此,以在线方式预测电池的EoDT非常具有挑战性。本文的目的是推导一种负载预测方法,用于捕获电池的历史充放电行为,以生成最可能的未来使用情况,从而实现准确的EoDT预测。该方法是基于两层马尔可夫模型进行负荷外推和基于迭代模型的估计。为了发展所提出的概念,选择了锂离子电池,数值模拟结果表明,与文献中提出的方法相比,EoDT预测的准确性有所提高。
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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