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Nonlinear Double-Capacitor Model for Rechargeable Batteries: Modeling, Identification, and Validation

机译:可充电电池非线性双电容型号:建模,识别和验证

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摘要

This article proposes a new equivalent circuit model for rechargeable batteries by modifying a double-capacitor model in the literature. It is known that the original model can address the rate capacity effect and energy recovery effect inherent to batteries better than other models. However, it is a purely linear model and includes no representation of a battery’s nonlinear phenomena. Hence, this article transforms the original model by introducing a nonlinear-mapping-based voltage source and a serial RC circuit. The modification is justified by an analogy with the single-particle model. Two off-line parameter estimation approaches, termed 1.0 and 2.0, are designed for the new model to deal with the scenarios of constant-current and variable-current charging/discharging, respectively. In particular, the 2.0 approach proposes the notion of Wiener system identification based on the maximum a posteriori estimation, which allows all the parameters to be estimated in one shot while overcoming the nonconvexity or local minima issue to obtain physically reasonable estimates. Extensive experimental evaluation shows that the proposed model offers excellent accuracy and predictive capability. A comparison against the Rint and Thevenin models further points to its superiority. With high fidelity and low mathematical complexity, this model is beneficial for various real-time battery management applications.
机译:本文通过修改文献中的双电容器模型来提出一种新的等效电路模型,用于可充电电池。众所周知,原始模型可以解决比其他模型更好地解决电池固有的速率容量效应和能量回收效果。然而,它是一种纯线性模型,并且不包括电池的非线性现象的表示。因此,本文通过引入基于非线性映射的电压源和串行RC电路来转换原始模型。修改是通过与单粒子模型的类比的典范。两个离线参数估计方法称为1.0和2.0,专为新模型而设计,以分别处理恒流和可变电流充电/放电的场景。特别是,2.0方法提出了基于最大<斜斜体XMLNS:MML =“http://www.w3.org/1998/math/mathml”xmlns:xlink =“http:// www .w3.org / 1999 / xlink“>后验序估计,允许在一次镜头中估计所有参数,同时克服非凸起或本地最小值,以获得物理上合理的估计。广泛的实验评估表明,拟议的模型提供了出色的准确性和预测性能力。对RINT和母线模型的比较进一步指向其优越性。具有高保真和低数学复杂性,该模型对各种实时电池管理应用有益。

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