We give a general closed expression for the minimum free energy in terms of Fourier-transformed quantities for a thermoelectromagnetic conductor with memory effects for the electric current density and the heat flux, when the integrated histories of the electric field and of the temperature gradient are chosen to characterize the states of the material. An equivalent formulation is derived and applied to the discrete spectrum model material response.
Maximum recoverable work in linear thermoelectromagnetism
AMENDOLA, GIOVAMBATTISTA;MANES, ADELE
2006-01-01
Abstract
We give a general closed expression for the minimum free energy in terms of Fourier-transformed quantities for a thermoelectromagnetic conductor with memory effects for the electric current density and the heat flux, when the integrated histories of the electric field and of the temperature gradient are chosen to characterize the states of the material. An equivalent formulation is derived and applied to the discrete spectrum model material response.File in questo prodotto:
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