Abstract

Electrochemical models of lithium-ion batteries are derived according to the laws of physics; therefore, the parameters represent specific physical quantities such as lithium diffusivities, particle volume fractions, and ion intercalation rates. It is important to estimate these parameters to identify the internal states of a lithium-ion battery for efficient and safe management. Until now, parameter estimation algorithms for electrochemical lithium-ion battery models have been developed without considering the unequal identifiability among the target parameters. Thus, it is highly likely that existing algorithms exhibit inefficient exploration and lead to a slow convergence rate and even large parameter estimation error. For more accurate parameter estimation of an electrochemical lithium-ion battery model, we propose a new adaptive exploration harmony search (AEHS) scheme that provides a wide search space for a longer period of time when estimating parameters with low identifiability. The proposed algorithm is based on improved harmony search; its bandwidth parameters for determining the level of exploration are adjusted according to the individual and joint variabilities computed from the distributions of previously estimated parameters. Such adaptive bandwidth parameters can reduce inefficient exploration and enable fast convergence, allowing exploration that achieves global optimality. Simulation results show that the proposed parameter estimation algorithm produces the highest convergence rate and the smallest parameter estimation error compared with existing schemes. The performance of the proposed scheme is also validated using real data generated from experiments.

Highlights

  • Lithium-ion batteries are a promising energy source as they exhibit higher energy and power density than any other type of energy storage device

  • The values of the design parameters for adaptive exploration harmony search (AEHS) are set as follows : harmony memory size (HMS) = 8, past best memory size (PBMS) = 35, harmony memory considering rate (HMCR) = 0.95, PARmin = 0.3, PARmax = 0.99, itrmax = 10000, δ = 0.8, = 10, and α is an appropriate function of the iteration number that decreases exponentially from 3 to 2

  • This study proposed a new adaptive exploration strategy based on harmony search (HS), called AEHS, that considers the unequal identifiabilities among the parameters of an electrochemical lithium-ion battery model

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Summary

INTRODUCTION

Lithium-ion batteries are a promising energy source as they exhibit higher energy and power density than any other type of energy storage device. Despite the aforementioned advantage for finding the global optimal solution, existing metaheuristic algorithms have an inherent limitation in that they explore the offline predetermined search space without considering the consistently directional effects of the target parameters when optimizing an objective function Such a limitation may be significant in the parameter estimation of an electrochemical lithium-ion battery model. With the goal of more accurate parameter estimation of an electrochemical lithium-ion battery model, we develop a novel metaheuristic algorithm based on HS, which effectively determines the search space size by considering parameter identifiability. For more accurate estimation of electrochemical lithiumion battery models, parameters with low identifiability are explored in a wide search space for a longer period of time than those with relatively high identifiability To this end, the matrix, called the past best memory (PBM), is constructed as a superset of the existing harmony memory (HM), which stores a given number of the superior candidate parameter sets generated up to the current iteration.

ALGORITHM IMPLEMENTATION
VALIDATION OF PARAMETER ESTIMATION
CONCLUSION
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