论文标题
通过描述符系统理论对平行连接的电池电池的充电状态估计
State of Charge Estimation of Parallel Connected Battery Cells via Descriptor System Theory
论文作者
论文摘要
该手稿介绍了一种单个锂离子(锂离子)电池电池电池状态(SOC)估计的算法,仅使用末端电压和总电流测量值并行连接多个电池。对于由数千个电池组成的电池组,只需仅监视总电流即可估算单个SOC以降低感应成本。在数学上,连接的细胞在经典的全电压传感下产生了由普通微分方程给出的动力学。相比之下,平行连接的细胞显然更具挑战性,因为动力学受非线性描述符系统的控制,包括微分方程和由电压和当前平衡引起的代数方程。具有线性输出误差注射的观察者是制定的,其中单个细胞SOC和局部电流可以从总电流和电压测量中观察到本地。差异和代数状态的渐近融合是通过考虑系统非线性的局部Lipschitz的连续性来确定的。 linimncoo $ _2 $/Graphite(NMC)细胞上的仿真结果说明了SOC,本地电流和端子电压的收敛性。
This manuscript presents an algorithm for individual Lithium-ion (Li-ion) battery cell state of charge (SOC) estimation when multiple cells are connected in parallel, using only terminal voltage and total current measurements. For battery packs consisting of thousands of cells, it is desirable to estimate individual SOCs by only monitoring the total current in order to reduce sensing cost. Mathematically, series connected cells yield dynamics given by ordinary differential equations under classical full voltage sensing. In contrast, parallel connected cells are evidently more challenging because the dynamics are governed by a nonlinear descriptor system, including differential equations and algebraic equations arising from voltage and current balance across cells. An observer with linear output error injection is formulated, where the individual cell SOCs and local currents are locally observable from the total current and voltage measurements. The asymptotic convergence of differential and algebraic states is established by considering local Lipschitz continuity property of system nonlinearities. Simulation results on LiNiMnCoO$_2$/Graphite (NMC) cells illustrate convergence for SOCs, local currents, and terminal voltage.