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A switched SDRE filter for state of charge estimation of lithium-ion batteries

机译:开关式SDRE滤波器,用于估算锂离子电池的充电状态

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Lithium-ion (Li-ion) batteries need very precise monitor of the state of charge (SOC) to ensure a long cycle life. Hence, a knowledge of the SOC is important for Li-ion batteries. Although SOC cannot be measured directly, it can be estimated from direct measurement variables based on a model of the battery. Single-Particle-Model (SPM), a reduced-order nonlinear electrochemical model, is commonly used for this purpose. State-dependent-Riccati-equation (SDRE) filter is chosen as the estimator due to its high-flexibility in handling the model's nonlinearity. However, performance of this filter is limited in presence of uncertainties. To tackle this problem, in this paper, a switching concept is induced into SDRE filter, in the form of switched estimation error covariance matrix with a certain frequency. Thus, by changing the Riccati equation dynamic in SDRE filter and proper adjustment of estimation error covariance matrix eigenvalues, performance and robustness of the common SDRE filter is significantly improved for Li-ion SOC estimation. To analyze the fidelity of such a filter in further applications, stability analysis is carried out on a class of nonlinear systems, and ultimate bound of estimation error is analytically obtained, and the influence of switching is investigated. Simulation results reveal effectiveness of the proposed filter compared to common SDRE filter, extended Kalman filter and variable structure approaches. Furthermore, experimental results verify the effectiveness of the proposed method in practice.
机译:锂离子(Li-ion)电池需要非常精确的荷电状态(SOC)监控器,以确保较长的循环寿命。因此,SOC的知识对于锂离子电池很重要。尽管无法直接测量SOC,但可以基于电池模型从直接测量变量中估算出SOC。单颗粒模型(SPM)是一种降阶非线性电化学模型,通常用于此目的。选择状态依赖的黎卡提方程(SDRE)滤波器作为估计器,因为它在处理模型非线性方面具有很高的灵活性。但是,在存在不确定性的情况下,该滤波器的性能受到限制。为了解决这个问题,本文以一定频率的切换估计误差协方差矩阵的形式,将切换概念引入SDRE滤波器。因此,通过更改SDRE滤波器中的Riccati方程动力学特性并适当调整估计误差协方差矩阵特征值,可以显着提高通用SDRE滤波器的性能和鲁棒性,以进行锂离子SOC估计。为了在进一步的应用中分析这种滤波器的保真度,对一类非线性系统进行了稳定性分析,并分析了估计误差的极限,并研究了切换的影响。仿真结果表明,与常见的SDRE滤波器,扩展的Kalman滤波器和可变结构方法相比,该滤波器的有效性。此外,实验结果验证了该方法在实践中的有效性。

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