In the context of a well known theory for finite deformations of porous elastic materials, some theorems on uniqueness and continuous dependence on data are proved for both the dynamic and the static (nonlinear) problems. A possibly unbounded domain of the physical space is considered for the material in concern.
On Well-Posedness for Non-Linear Problems in the Theoryof Elastic Materials with Voids
SCARPETTA, Edoardo
1996-01-01
Abstract
In the context of a well known theory for finite deformations of porous elastic materials, some theorems on uniqueness and continuous dependence on data are proved for both the dynamic and the static (nonlinear) problems. A possibly unbounded domain of the physical space is considered for the material in concern.File in questo prodotto:
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