Abstract

Accurate state of charge (SOC) estimation is of great significance for a lithium-ion battery to ensure its safe operation and to prevent it from over-charging or over-discharging. However, it is difficult to get an accurate value of SOC since it is an inner sate of a battery cell, which cannot be directly measured. This paper presents an Adaptive Cubature Kalman filter (ACKF)-based SOC estimation algorithm for lithium-ion batteries in electric vehicles. Firstly, the lithium-ion battery is modeled using the second-order resistor-capacitor (RC) equivalent circuit and parameters of the battery model are determined by the forgetting factor least-squares method. Then, the Adaptive Cubature Kalman filter for battery SOC estimation is introduced and the estimated process is presented. Finally, two typical driving cycles, including the Dynamic Stress Test (DST) and New European Driving Cycle (NEDC) are applied to evaluate the performance of the proposed method by comparing with the traditional extended Kalman filter (EKF) and cubature Kalman filter (CKF) algorithms. Experimental results show that the ACKF algorithm has better performance in terms of SOC estimation accuracy, convergence to different initial SOC errors and robustness against voltage measurement noise as compared with the traditional EKF and CKF algorithms.

Highlights

  • As energy prices soar and environment pollution increases, electric vehicles (EVs) have become greatly considered in the past few years

  • This paper focuses on the application of the cubature Kalman filter (CKF) in battery state of charge (SOC) estimation

  • The SOC estimation results with voltage measurement noise under Dynamic Stress Test (DST) and New European Driving Cycle (NEDC) cycles are shown in Figures 12 and 13, respectively

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Summary

Introduction

As energy prices soar and environment pollution increases, electric vehicles (EVs) have become greatly considered in the past few years. The OCV-based method obtains the SOC based on an OCV vs SOC relationship This method is inappropriate for online applications since the battery has to be left in open circuit mode for a long time to reach the steady-state before measuring the OCV. The ANNs- and FL-based methods predict the SOC according to the nonlinear relationship between the battery SOC and its influencing factors obtained by the trained black-box battery models. They do not require detailed knowledge of the battery systems so they can be applied to any battery type.

Experimental Setup
Battery Equivalent Circuit Model
State–Space Equations
Parameters Identification with Forgetting Factor Least-Squares Algorithm
Model Validation
Adaptive Cubature Kalman Filter for SOC Estimation
Estimation Results without Measurement Noise
Estimation Results with Measurement Noise
Conclusions
Background
Full Text
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