The generalized Hamilton principle and the theorems of uniqueness of solution and of reciprocity of work, that have been written by Nowacki for linear thermopiezoelectricity in the absence of initial fields, are extended here to incremental thermoelectroelasticity with initial fields. For the uniqueness theorem we assume that in the initial state entropy does not depend on time and temperature is uniform, whereas for the theorem of reciprocity of work we assume that in the initial state both the entropy and temperature fields do not depend on time
ON INCREMENTAL THERMOELECTROELASTICITY THEORY
MONTANARO, ADRIANO
2010
Abstract
The generalized Hamilton principle and the theorems of uniqueness of solution and of reciprocity of work, that have been written by Nowacki for linear thermopiezoelectricity in the absence of initial fields, are extended here to incremental thermoelectroelasticity with initial fields. For the uniqueness theorem we assume that in the initial state entropy does not depend on time and temperature is uniform, whereas for the theorem of reciprocity of work we assume that in the initial state both the entropy and temperature fields do not depend on timeFile in questo prodotto:
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