4.6 Article

Equivalent Circuit Model Parameters Estimation of Lithium-Ion Batteries Using Cuckoo Search Algorithm

期刊

出版社

ELECTROCHEMICAL SOC INC
DOI: 10.1149/1945-7111/aca6a5

关键词

Parameters estimation; Batteries; Lithium; Battery modelling; Equivalent circuit model; Electric vehicles

资金

  1. DST-SERB Start-up Research Grant [SRG/2019/000194]
  2. SRM University-AP
  3. Government of India
  4. Amrita Vishwa Vidyapeetham
  5. Amara Raja Batteries Limited

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In this paper, an advanced approach using the Cuckoo Search optimization Algorithm (CSA) is presented for the estimation of battery model parameters in Lithium-Ion Batteries (LIB) for Electric Vehicle (EV) applications. Experimental data is utilized to determine the parameters and their correlation with OCV and SOC. The results demonstrate that the suggested approach is efficient and resilient for parameter estimation in LIBs.
Herein, we present an advanced approach for the estimation of battery model parameters using the Cuckoo Search optimization Algorithm (CSA) for Lithium-Ion Batteries (LIB) in Electric Vehicle (EV) applications. In any battery-powered system, accurate determination of internal battery parameters and, as a consequence, SOC prediction is essential. The precision of parameter identification, which is mostly governed by battery model parameters, will significantly impact the battery's safety, characteristics, and performance. Hence, we need effective, simple, and efficient parameter estimation algorithms to estimate the parameters accurately. The parameters of the NMC cell are predicted using a 2RC (second-order RC) Equivalent Circuit Model (ECM). The experimental data was utilized to determine the parameters and the correlation between OCV and SOC. The suggested approach and validation results demonstrate that the CSA for detecting parameters in LIBs is efficient and resilient. The proposed algorithm tends to limit the root mean square error of 0.44 percent between experimental and simulation results. Simulated results show that the novel approach outperforms the standard algorithm nonlinear least square method and other metaheuristic methods such as GA and PSO.

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