4.6 Article

Hybrid identification method of material parameters based on genetic algorithm and improved homotopy algorithm

Journal

MATERIALS TODAY COMMUNICATIONS
Volume 33, Issue -, Pages -

Publisher

ELSEVIER
DOI: 10.1016/j.mtcomm.2022.104380

Keywords

Parameter identification; Computational inverse technology; Hybrid inverse method; Curve prediction -Newton correction homotopy; algorithm; Genetic algorithm

Funding

  1. National Natural Science Foundation of China
  2. Science Fund for Distinguished Young Scholars of Hunnan Province
  3. Natural Science Founda-tion of Hunan Province of China
  4. Project of Edu-cation Department of Hunan Province
  5. [51705442]
  6. [11602212]
  7. [2022JJ10045]
  8. [2018JJ3509]
  9. [19C1785]

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This paper proposes a hybrid identification method of material parameters based on genetic algorithm and improved homotopy algorithm, which can rapidly and accurately obtain effective and reliable material parameters.
This paper proposes a hybrid identification method of material parameters based on genetic algorithm and improved homotopy algorithm. In this method, genetic algorithm is first used to perform a preliminary identification of the model parameters. Then, the results of the preliminary identification are used as the initial values for more precise parameter identification using the improved homotopy algorithm. Based on the Euler prediction-Newton correction homotopy algorithm, a curve prediction-Newton correction homotopy algorithm is proposed to improve the calculation accuracy and efficiency. The effectiveness and accuracy of the hybrid identification method are verified by numerical examples. The hybrid identification method is applied successfully to determine material characteristic parameters of FGH97. The results indicate that based on experimental data and numerical simulations, the hybrid identification method can rapidly obtain effective and reliable material parameters. This method reduces the calculation amount, avoids dependence on the selection of the initial population, and has a high calculation accuracy and efficiency for the inverse problem of parameter identification. It provides an effective method to accurately identify material parameters and can also be applied to parameter identification of other materials.

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