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The fracture and the rock are represented unified on the same regular finite element grid.
The fracture criterion is based on the "strength" of bonds in the finite element grid.
Pre-processing software is used to create the model, generate an appropriate finite element grid, apply the appropriate boundary conditions, and view the total model.
The resulting functionals, i.e. polynomials inside polynomials, can be evaluated in an analytical fashion to yield displacements at arbitrary positions not limited to typical finite element grid nodes.
The methodology presented is shown to be an effective tool for capturing the interface phenomena and freezing interface growth using a single uniform finite element grid.
These pressures are interpolated on a finite element grid and used in a transient analysis with a finite element model of the liner structure.
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Numerical simulations of a particle tracking algorithm on parallel unstructured finite element grids are presented.
Experiments are modeled with 2-D axi-symmetric finite element grids and are solved with CORE2D V4.
The meshing and interpolation problems encountered during adaptive remeshing on unstructured finite element grids are analyzed.
In this work, we discuss two different but related aspects of the development of efficient discontinuous Galerkin methods on hybrid element grids for the computational modeling of gas dynamics in complex geometries or with adapted grids.
Simulation of electromagnetically induced hyperthermia: a finite element gridding method.
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