THERMODYNAMICS OF NON-SIMPLE HEAT-CONDUCTING INTERFACE
Titel:
THERMODYNAMICS OF NON-SIMPLE HEAT-CONDUCTING INTERFACE
Auteur:
Jaric, J. Golubovic, Z.
Verschenen in:
Journal of thermal stresses
Paginering:
Jaargang 7 (1984) nr. 2 pagina's 107-120
Jaar:
1984
Inhoud:
Following Moeckel's approach, thermodynamics of non-simple, heat-conducting material interface is investigated. In order to obtain field equations for the fields of mass density, motion, and temperature in the interface, specific balance equations are used for mass, momentum, moment of momentum, and energy in the surface, and constitutive equations are stated. The constitutive equations of the bulk material (the three-dimensional non-simple, heat-conducting fluid) were derived by I-Shih Liu. The forms of all of these constitutive equations are restricted by an entropy principle which is adopted from Muller's entropy principle.
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