We characterize the general solutions to certain symmetric systems of linear PDE with tensor functionals as unknowns. Then we determine the solutions that are physically meaningful in suitable senses related to the constitutive functionals of two simple thermodynamic bodies with fading memory that are globally equivalent, i.e., roughly speaking that behave in the same way along processes not involving cuts.
Generally and physically privileged solutions to certain symmetric systems of linear PDEs with tensor functionals as unknowns
MONTANARO, ADRIANO;PIGOZZI, DIEGO
2000
Abstract
We characterize the general solutions to certain symmetric systems of linear PDE with tensor functionals as unknowns. Then we determine the solutions that are physically meaningful in suitable senses related to the constitutive functionals of two simple thermodynamic bodies with fading memory that are globally equivalent, i.e., roughly speaking that behave in the same way along processes not involving cuts.
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