The recent modification of the Cattaneo equations proposed by Christov is analysed. The solution to both the initial and final value problems is shown to be unique. Further, it is shown that the solution to the backward in time problem depends continuously on the relaxation time.
Uniqueness and Structural Stability for the Cattaneo-Christov Equations
CIARLETTA, Michele;
2010
Abstract
The recent modification of the Cattaneo equations proposed by Christov is analysed. The solution to both the initial and final value problems is shown to be unique. Further, it is shown that the solution to the backward in time problem depends continuously on the relaxation time.File in questo prodotto:
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