A Likelihood-Partitioned Bayesian Framework for Lithium Sulfur Battery State Discharging of Charge Estimation

Srinivasan Munisamy
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Abstract

Lithium sulfur (Li-S) batteries are promising energy storage devices and alternative to lithium-Ion (Li-Ion) batteries in electric grid and vehicle applications. However, compared to Li-Ion, the discharge voltage of Li-S is much complex and nonlinear. This results a challenging state of charge (SoC) estimation problem while Li-S is discharging. For such a problem, the traditional extended Kalman filter fails to provide accurate SoC. Therefore, this paper proposes a novel likelihood partitioned Bayesian filtering (LPBF) framework and its linearized version for SoC estimation of discharging Li-S battery cell. Though both traditional EKF and linearized LPBF use a prediction error minimization based equivalent circuit network (ECN) parameterization, the LPBF uses a partitioned ECN parameterization. The portioned models result two likelihoods, whereas the EKF uses a single state-space model throughout discharge from 100 percent SoC to zero SoC. With experiment data obtained at two different temperature conditions, numerical simulation results compare both EKF and linearized LPBF based SoC estimators. Simulation results show that the LPBF's accuracy is impressive, about 97 percent, for considered dynamic load current, operating temperature and uncertain initial SoC conditions.
锂硫电池放电状态估计的似然分割贝叶斯框架
锂硫(Li-S)电池是一种很有前途的储能设备,是锂离子(Li-Ion)电池在电网和汽车应用中的替代品。然而,与锂离子电池相比,锂硫电池的放电电压更为复杂和非线性。这导致了锂电池放电时的荷电状态(SoC)估计问题。对于这种问题,传统的扩展卡尔曼滤波器无法提供精确的SoC。因此,本文提出了一种新的似然分割贝叶斯滤波(LPBF)框架及其线性化版本,用于锂电池放电状态下的荷电状态估计。虽然传统EKF和线性化LPBF都使用基于预测误差最小化的等效电路网络(ECN)参数化,但LPBF使用分区ECN参数化。分配模型产生两种可能性,而EKF在从100% SoC到零SoC的整个放电过程中使用单一状态空间模型。利用在两种不同温度条件下获得的实验数据,数值模拟结果比较了基于EKF和线性化LPBF的SoC估计方法。仿真结果表明,在考虑动态负载电流、工作温度和不确定初始SoC条件的情况下,LPBF的精度约为97%。
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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