Grad div stabilization for the time dependent Boussinesq equations with inf sup stable finite elements

To calculate the deformation of the structure, it was used a Finite Element Model for a specific geometry and an evaluation of the variation of the pressure field is done to

Sometimes content (HTML elements and/or text) needs to be grouped in order to apply some CSS properties to the group as a whole:.. I The div element: the group acts as a

 The expansionary monetary policy measures have had a negative impact on net interest margins both via the reduction in interest rates and –less powerfully- the flattening of the

In [3] the stability of the Chorin-Temam projection method is considered and, in case of non inf-sup stable mixed finite elements, some a priori bounds for the approximations to

This issue causes the failure of standard discretizations, like the Galerkin finite element method or the central finite difference scheme, for convection-dominated

F-9612.- Brechas ixitraformacionales en el tránsito de calizas a margas (Serravalliense sup.- Tortoniense inf.)... Sierra

In this paper we analyze a finite element method applied to a continuous downscaling data assimilation algorithm for the numerical approximation of the two and three dimensional

In [9] the authors prove error bounds for inf-sup stable mixed finite element approximations to the model (2) with both grad-div stabilization and local projection stabilization