We consider a mixed boundary problem for inhomogeneous linear elastostatics in a three-dimensional exterior Lipschitz domain. We prove that it has a unique variational solution u vanishing at infinity with a rate depending on the elasticity tensor and/or suitable assumptions on the boundary data.
Some Remarks on the Mixed Problem of Elastostatics in Exterior Domains
Vincenzo Coscia;
2021
Abstract
We consider a mixed boundary problem for inhomogeneous linear elastostatics in a three-dimensional exterior Lipschitz domain. We prove that it has a unique variational solution u vanishing at infinity with a rate depending on the elasticity tensor and/or suitable assumptions on the boundary data.File in questo prodotto:
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