In the context of scientific computing, the mesh is used as a discrete support for the
considered numerical methods. As a consequence, the mesh greatly impacts the efficiency …

Mesh generation has evolved to the point where highly complicated domains can be
covered by a variety of mesh types including hexahedral, tetrahedral and overset meshes …

STRUCTURAL ANALYSIS WITH THE FINITE ELEMENT METHOD Linear Statics Volume 1:
The Basis and Solids Eugenio Oñate The two volumes of this book cover most of the …

A new algorithm for the generation of anisotropic, unstructured triangular meshes in two
dimensions is described. Inputs to the algorithm are the boundary geometry and a metric …

We present work aimed at developing a general framework for mesh adaption in strongly
nonlinear, possibly dynamic, problems. We begin by showing that the solutions of the …

This paper describes an effective anisotropic mesh adaptation procedure for general 3D
geometries using mesh modification operations. The procedure consists of four interacted …

Many algorithms for reducing the number of triangles in a surface model have been
proposed, but to date there has been little theoretical analysis of the approximations they …

Mesh adaptation procedures are reviewed and discussed with particular emphasis on
methods that are based on mesh movement (r-refinement) and mesh enrichment (h …

We describe recent extensions and improvements to the advancing front grid generation
technique. These improvements target a range of applicability, speed and user friendliness …

A fully Lagrangian finite element method for the analysis of Newtonian flows is developed.
The approach furnishes, in effect, a Lagrangian implementation of the compressible Navier …