The steady oscillation equations of thermoelasticity theory are considered and the completeness (in the sense of Picone) on the boundary of a given bounded domain of the class of exponential polynomial solutions is proved. In the particular case of the equations of thermoelasto-static state we establish the completeness of the polynomial solutions.
Completeness Theorems on the Boundary in Thermoelasticity
Cialdea, Alberto
2019-01-01
Abstract
The steady oscillation equations of thermoelasticity theory are considered and the completeness (in the sense of Picone) on the boundary of a given bounded domain of the class of exponential polynomial solutions is proved. In the particular case of the equations of thermoelasto-static state we establish the completeness of the polynomial solutions.File in questo prodotto:
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