On Anisotropic Conservative Caginalp Phase-Field System Based on Type III Heat Conduction with Two Temperatures and Periodic Boundary Conditions

Authors

  • Cyr Séraphin Ngamouyih Moussata

  • Armel Judice Ntsokongo

  • Dieudonné Ampini

Keywords:

conserved phase-field system, anisotropy, type III thermomechanics, two temperatures, well-posedness

Abstract

Our aim in this paper is to study the well-posedness results of anisotropic conservative Caginalp phasefield system based on the theory of type III thermomechanics with two temperatures for the heat conduction and periodic boundary conditions More precisely we prove the existence and uniqueness of solutions

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How to Cite

Cyr Séraphin Ngamouyih Moussata, Armel Judice Ntsokongo, & Dieudonné Ampini. (2024). On Anisotropic Conservative Caginalp Phase-Field System Based on Type III Heat Conduction with Two Temperatures and Periodic Boundary Conditions. Global Journal of Science Frontier Research, 23(F8), 33–52. Retrieved from https://journalofscience.org/index.php/GJSFR/article/view/102792

 
On Anisotropic Conservative Caginalp Phase-Field System Based on Type III Heat Conduction with Two Temperatures and Periodic Boundary Conditions

Published

2024-01-20

Issue

Vol. 23 No. F8 (2023): GJSFR-F Mathematics & Decision: Volume 23 Issue F8

Section

Articles

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This work is licensed under a Creative Commons Attribution 4.0 International License.