Abstract

Equivalent circuit models (ECMs) are a widely used modeling approach for lithium-ion batteries in engineering applications. The RC elements, which display the dynamic loss processes of the cell, are usually parameterized by fitting the ECM to experimental data in either the time-domain or the frequency-domain. However, both types of data have limitations with regard to the observable time constants of electrochemical processes. This work proposes a method to combine time-domain and frequency-domain measurement data for parameterization of RC elements by exploiting the full potential of the distribution of relaxation times (DRT). Instead of using only partial information from the DRT to supplement a conventional fitting algorithm, we determine the parameters of an arbitrary number of RC elements directly from the DRT. The difficulties of automated deconvolution of the DRT, including regularization and the choice of an optimal regularization factor, is tackled by using the L-curve criterion for optimized calculation of the DRT via Tikhonov regularization. Three different approaches to merge time- and frequency-domain data are presented, including a novel approach where the DRT is simultaneously calculated from electrochemical impedance spectoscropy (EIS) and pulse relaxation measurements. The parameterized model for a commercial 18650 NCA cell was validated during a validation cycle consisting of constant current and real-world automotive cycling and yields a relative improvement of over 40% compared to a conventional EIS-fitting algorithm.

Highlights

  • To estimate the different states of lithium-ion batteries, battery management systems (BMSs) typically employ battery models, which are parameterized in order to best reproduce the electrochemical behavior of the battery

  • We present and compare three different merging approaches, which occur at various stages during the parameterization process using either a subset of RC

  • The validation cycle started with a CCCV discharge (A) and charge (C) at 1 C with 4 h relaxation (B) after the discharge and 3 h relaxation (D) after the charge phase. This was followed by a dynamic stress test (DST) (E), in which the cell was discharged by a sequence of short charge and discharge pulses between −2 C and 1 C

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Summary

Introduction

Lithium-ion batteries (LIBs) have become ubiquitous in many applications. Their advantages in terms of power and energy density over other storage mediums make them the most promising candidate for electric mobility and stationary energy storage. To optimize the operation of lithium-ion batteries, the estimation of battery states such as the state of charge (SOC), state of health (SOH), and state of available power (SOAP) is required. To estimate the different states of lithium-ion batteries, battery management systems (BMSs) typically employ battery models, which are parameterized in order to best reproduce the electrochemical behavior of the battery. The battery states are either estimated directly from model parameters, such as from the impedance parameters for the SOAP, or by comparing the measured voltage and model voltage to estimate the SOC and SOH with subsequent algorithms, such as a Kalman filter [1]

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