Physics – Mathematical Physics
Scientific paper
2008-08-07
Physics
Mathematical Physics
Version 1: about 12 pages. Version 2: 22 pages. Version 2 is a generalization of version 1 since it also contains a generalize
Scientific paper
We extend to incremental thermoelectroelasticity with biasing fields certain classical theorems, that have been stated and proved in linear thermopiezoelectricity referred to a natural configuration. A uniqueness theorem for the solutions to the initial boundary value problem, the generalized Hamilton principle and a theorem of reciprocity of work are deduced for incremental fields superposed on finite biasing fields in a thermoelectroelastic body.
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