Uniqueness in an incompressible fluid with objective heat conduction model.
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| Title: | Uniqueness in an incompressible fluid with objective heat conduction model. |
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| Authors: | Arshad, Kinza1 (AUTHOR), Nunziata, Martina1 (AUTHOR), Tibullo, Vincenzo1 (AUTHOR) vtibullo@unisa.it |
| Source: | Journal of Thermal Stresses. 2025, Vol. 48 Issue 12, p1855-1860. 6p. |
| Subjects: | Heat conduction, Incompressible flow, Heat equation, Theorists, Uniqueness (Mathematics), Fourier's law (Thermodynamics), Equations |
| Abstract: | In the context of heat conduction, the equations of Maxwell-Cattaneo is a successful alternative to the Fourier's law. In 2009, Christov proposed a frame-independent (or objective) generalization of Maxwell-Cattaneo equation. For a more general class of objective heat conduction Maxwell-Cattaneo-Christov equations proposed by Angeles, a uniqueness result is proved, applied to an incompressible fluid. [ABSTRACT FROM AUTHOR] |
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| Database: | Engineering Source |
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| Abstract: | In the context of heat conduction, the equations of Maxwell-Cattaneo is a successful alternative to the Fourier's law. In 2009, Christov proposed a frame-independent (or objective) generalization of Maxwell-Cattaneo equation. For a more general class of objective heat conduction Maxwell-Cattaneo-Christov equations proposed by Angeles, a uniqueness result is proved, applied to an incompressible fluid. [ABSTRACT FROM AUTHOR] |
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| ISSN: | 01495739 |
| DOI: | 10.1080/01495739.2025.2487661 |
