Add to ORKGAbstract. An adaptive grid method is applied to a PDE model from geo-hydrology. Due to the higher mixed-order derivative, non-monotone waves can appear which could represent similar structures as observed in laboratory experiments [5, 16, 18]. The effectiveness of the adaptive grid, which is based on a smoothed equidistribution principle, is shown compared to uniform grid simulations. On a uniform grid (numeri-cal) oscillating non-monotone wavesmay appear which are not present in the adaptive grid
It is demonstrated in this paper how the concept of general vertical coordinates can be exploited fo...
AbstractIn this paper we discuss a two-dimensional adaptive grid method that is based on a tensor-pr...
In this article, an algorithm for the numerical approximation of two-phase flow in porous media by a...
An adaptive grid method is applied to a PDE model from geo-hydrology. Due to the higher mixed-order ...
An adaptive moving mesh finite difference method is presented to solve two types of equations with d...
A multigrid adaptive refinement algorithm for non-Newtonian flow in porous media is presented. The s...
A new approach to computational fluid dynamics is explored that attempts to solve the governing equa...
A moving grid finite element method is developed to solve the nonlinear coupled set of partial diffe...
Flow of non-Newtonian fluid in saturated porous media can be described by the continuity equation an...
On a Multigrid Adaptive Refinement Solver for Saturated Non-Newtonian Flow in Porous Media A multigr...
An adaptive moving mesh finite difference method is presented to solve a modified Buckley Leverett e...
The main objective of this research is to provide a thorough understanding of the non- monotonic beh...
A new strategy for the vertical gridding in terrain-following 3D ocean models is presented here. The...
Flow of non-Newtonian fluid in saturated porous media can be described by the continuity equation an...
In this paper we discuss a two-dimensional adaptive grid method that is based on a tensor-product ap...
It is demonstrated in this paper how the concept of general vertical coordinates can be exploited fo...
AbstractIn this paper we discuss a two-dimensional adaptive grid method that is based on a tensor-pr...
In this article, an algorithm for the numerical approximation of two-phase flow in porous media by a...
An adaptive grid method is applied to a PDE model from geo-hydrology. Due to the higher mixed-order ...
An adaptive moving mesh finite difference method is presented to solve two types of equations with d...
A multigrid adaptive refinement algorithm for non-Newtonian flow in porous media is presented. The s...
A new approach to computational fluid dynamics is explored that attempts to solve the governing equa...
A moving grid finite element method is developed to solve the nonlinear coupled set of partial diffe...
Flow of non-Newtonian fluid in saturated porous media can be described by the continuity equation an...
On a Multigrid Adaptive Refinement Solver for Saturated Non-Newtonian Flow in Porous Media A multigr...
An adaptive moving mesh finite difference method is presented to solve a modified Buckley Leverett e...
The main objective of this research is to provide a thorough understanding of the non- monotonic beh...
A new strategy for the vertical gridding in terrain-following 3D ocean models is presented here. The...
Flow of non-Newtonian fluid in saturated porous media can be described by the continuity equation an...
In this paper we discuss a two-dimensional adaptive grid method that is based on a tensor-product ap...
It is demonstrated in this paper how the concept of general vertical coordinates can be exploited fo...
AbstractIn this paper we discuss a two-dimensional adaptive grid method that is based on a tensor-pr...
In this article, an algorithm for the numerical approximation of two-phase flow in porous media by a...