Abstract

The use of stabilization methods is becoming an increasingly well-accepted technique due to their success in dealing with numerous numerical pathologies that arise in a variety [...]

Abstract

The use of stabilization methods is becoming an increasingly well-accepted

technique due to their success in dealing with numerous numerical pathologies

that arise in a variety of applications in computational mechanics. In this monograph a multiscale finite [...]

Abstract

This paper presents a computational framework for the numerical analysis of fluid-saturated porous media at large strains. The proposal relies, on one hand, on the particle finite element method (PFEM), known for its capability to tackle large deformations and rapid changing boundaries, [...]