Inverse Identification of Constitutive Model for GH4198 Based on Genetic–Particle Swarm Algorithm. Jin, Q., Li, J., Li, F., Fu, R., Yu, H., & Guo, L. Materials, 17(17):4274, January, 2024. Publisher: Multidisciplinary Digital Publishing Institute
Inverse Identification of Constitutive Model for GH4198 Based on Genetic–Particle Swarm Algorithm [link]Paper  doi  abstract   bibtex   
A precise Johnson-Cook (J–C) constitutive model is the foundation for precise calculation of finite-element simulation. In order to obtain the J–C constitutive model accurately for a new cast and forged alloy GH4198, an inverse identification of J–C constitutive model was proposed based on a genetic–particle swarm algorithm. Firstly, a quasi-static tensile test at different strain rates was conducted to determine the initial yield strength A, strain hardening coefficient B, and work hardening exponent n for the material’s J–C model. Secondly, a new method for orthogonal cutting model was constructed based on the unequal division shear theory and considering the influence of tool edge radius. In order to obtain the strain-rate strengthening coefficient C and thermal softening coefficient m, an orthogonal cutting experiment was conducted. Finally, in order to validate the precision of the constitutive model, an orthogonal cutting thermo-mechanical coupling simulation model was established. Meanwhile, the sensitivity of J–C constitutive model parameters on simulation results was analyzed. The results indicate that the parameter m significantly affects chip morphology, and that the parameter C has a notable impact on the cutting force. This study addressed the issue of missing constitutive parameters for GH4198 and provided a theoretical reference for the optimization and identification of constitutive models for other aerospace materials.
@article{jin_inverse_2024,
	title = {Inverse {Identification} of {Constitutive} {Model} for {GH4198} {Based} on {Genetic}–{Particle} {Swarm} {Algorithm}},
	volume = {17},
	copyright = {http://creativecommons.org/licenses/by/3.0/},
	issn = {1996-1944},
	url = {https://www.mdpi.com/1996-1944/17/17/4274},
	doi = {10.3390/ma17174274},
	abstract = {A precise Johnson-Cook (J–C) constitutive model is the foundation for precise calculation of finite-element simulation. In order to obtain the J–C constitutive model accurately for a new cast and forged alloy GH4198, an inverse identification of J–C constitutive model was proposed based on a genetic–particle swarm algorithm. Firstly, a quasi-static tensile test at different strain rates was conducted to determine the initial yield strength A, strain hardening coefficient B, and work hardening exponent n for the material’s J–C model. Secondly, a new method for orthogonal cutting model was constructed based on the unequal division shear theory and considering the influence of tool edge radius. In order to obtain the strain-rate strengthening coefficient C and thermal softening coefficient m, an orthogonal cutting experiment was conducted. Finally, in order to validate the precision of the constitutive model, an orthogonal cutting thermo-mechanical coupling simulation model was established. Meanwhile, the sensitivity of J–C constitutive model parameters on simulation results was analyzed. The results indicate that the parameter m significantly affects chip morphology, and that the parameter C has a notable impact on the cutting force. This study addressed the issue of missing constitutive parameters for GH4198 and provided a theoretical reference for the optimization and identification of constitutive models for other aerospace materials.},
	language = {en},
	number = {17},
	urldate = {2025-11-04},
	journal = {Materials},
	author = {Jin, Qichao and Li, Jun and Li, Fulin and Fu, Rui and Yu, Hongyu and Guo, Lei},
	month = jan,
	year = {2024},
	note = {Publisher: Multidisciplinary Digital Publishing Institute},
	keywords = {cast and wrought alloy GH4198, constitutive model, finite-element model, genetic particle swarm optimization, inverse identification, orthogonal cutting},
	pages = {4274},
}

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