@misc{Quintanilla_Ramon_The, author={Quintanilla, Ramon}, howpublished={online}, publisher={Zielona Góra: Uniwersytet Zielonogórski}, language={eng}, abstract={In this paper we propose the weighted energy method as a way to study estimates of solutions of boundary-value problems with non-homogeneous boundary conditions in elasticity. First, we use this method to study spatial decay estimates in two-dimensional elasticity when we consider non-homogeneous boundary conditions on the boundary.}, abstract={Some comments in the case of harmonic vibrations are considered as well. We also extend the arguments to a class of three-dimensional problems in a cylinder. A section is devoted to the study of an ill-posed problem. Some remarks are presented in the last section of the paper.}, type={artykuł}, title={The energy method for elastic problems with non-homogeneous boundary conditions}, keywords={weighted energy method, decay estimates, Navier equations, non-homogeneous boundary conditions}, }