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Parameter estimation of an electrochemistry-based lithium-ion battery model

机译:基于电化学的锂离子电池模型的参数估计

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Parameters for an electrochemistry-based Lithium-ion battery model are estimated using the homotopy optimization approach. A high-fidelity model of the battery is presented based on chemical and electrical phenomena. Equations expressing the conservation of species and charge for the solid and electrolyte phases are combined with the kinetics of the electrodes to obtain a system of differential-algebraic equations (DAEs) governing the dynamic behavior of the battery. The presence of algebraic constraints in the governing dynamic equations makes the optimization problem challenging: a simulation is performed in each iteration of the optimization procedure to evaluate the objective function, and the initial conditions must be updated to satisfy the constraints as the parameter values change. The e-embedding method is employed to convert the original DAEs into a singularly perturbed system of ordinary differential equations, which are then used to simulate the system efficiently. The proposed numerical procedure demonstrates excellent performance in the estimation of parameters for the Lithium-ion battery model, compared to direct methods that are either unstable or incapable of converging. The obtained results and estimated parameters demonstrate the efficacy of the proposed simulation approach and homotopy optimization procedure. (C) 2015 Elsevier B.V. All rights reserved.
机译:使用同伦优化方法估算基于电化学的锂离子电池模型的参数。基于化学和电学现象,提出了一种高保真电池模型。将表示固相和电解质相的物种和电荷守恒的方程与电极的动力学相结合,以获得控制电池动态行为的微分代数方程组(DAE)。控制动力学方程中存在代数约束使优化问题具有挑战性:在优化过程的每次迭代中都要进行仿真以评估目标函数,并且必须更新初始条件以满足参数值变化时的约束。使用电子嵌入方法将原始DAE转换为具有常微分方程的奇摄动系统,然后将其用于有效地模拟该系统。与不稳定或无法收敛的直接方法相比,拟议的数值程序证明了在锂离子电池模型参数估计方面的出色性能。获得的结果和估计的参数证明了所提出的仿真方法和同伦优化程序的有效性。 (C)2015 Elsevier B.V.保留所有权利。

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