In the context of the linear dynamic problem for elastic bodies with voids, a minimum principle in terms of mechanical energy is stated. Involving a suitable (Reiss type) function in the minimizing functional, the minimum character achieved in the Laplace-transform domain is preserved when going back to the original time domain. Initial-boundary conditions of quite general type are considered.

A minimum principle in the dynamics of elastic materials with voids

SCARPETTA, Edoardo;CIARLETTA, Michele
1989-01-01

Abstract

In the context of the linear dynamic problem for elastic bodies with voids, a minimum principle in terms of mechanical energy is stated. Involving a suitable (Reiss type) function in the minimizing functional, the minimum character achieved in the Laplace-transform domain is preserved when going back to the original time domain. Initial-boundary conditions of quite general type are considered.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11386/3136751
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