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Multicell state estimation using variation based sequential Monte Carlo filter for automotive battery packs

机译:使用基于变异的顺序蒙特卡洛滤波器对汽车电池组进行多节电池状态评估

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摘要

Accurate state monitoring is required for the high performance of battery management systems (BMS) in electric vehicles. By using model-based observation methods, state estimation of a single cell can be achieved with non-linear filtering algorithms e.g. Kalman filtering and Particle filtering. Considering the limited computational capability of a BMS and its real-time constraint, duplication of this approach to a multicell system is very time consuming and can hardly be implemented for a large number of cells in a battery pack. Several possible solutions have been reported in recent years. In this work, an extended two-step estimation approach is studied. At first, the mean value of the battery state of charge is determined in the form of a probability density function (PDF). Secondly, the intrinsic variations in cell SOC and resistance are identified simultaneously in an extended framework using a recursive least squares (RLS) algorithm. The on-board reliability and estimation accuracy of the proposed method is validated by experiment and simulation using an NMC/graphite battery module.
机译:电动汽车电池管理系统(BMS)的高性能需要精确的状态监控。通过使用基于模型的观察方法,可以利用非线性滤波算法(例如,滤波算法)实现单个细胞的状态估计。卡尔曼滤波和粒子滤波。考虑到BMS的有限计算能力及其实时约束,将此方法复制到多电池系统非常耗时,并且很难对电池组中的大量电池实施。近年来已经报道了几种可能的解决方案。在这项工作中,研究了扩展的两步估计方法。首先,以概率密度函数(PDF)的形式确定电池充电状态的平均值。其次,使用递归最小二乘(RLS)算法在扩展框架中同时识别电池SOC和电阻的内在变化。通过使用NMC /石墨电池模块的实验和仿真,验证了该方法的车载可靠性和估计精度。

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