In this paper we study the problem of giving an explicit formula for the minimum free energy for a rigid heat conductor, with memory both in the expression of the heat flux and in the one of the internal energy. Two equivalent expressions are derived in terms of Fourier-transformed quantities; one of them is used to obtain the results related to the particular case of a discrete spectrum model.
Maximum recoverable work for a rigid heat conductor with memory
AMENDOLA, GIOVAMBATTISTA;MANES, ADELE;
2010-01-01
Abstract
In this paper we study the problem of giving an explicit formula for the minimum free energy for a rigid heat conductor, with memory both in the expression of the heat flux and in the one of the internal energy. Two equivalent expressions are derived in terms of Fourier-transformed quantities; one of them is used to obtain the results related to the particular case of a discrete spectrum model.File in questo prodotto:
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