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Exact(2)
The numerical examples include Poisson equation, moving interface problem and a lid-driven incompressible flow problem.
Coordinate transformation was carried out to achieve a fixed interface formulation from the moving interface problem, which leads to a fixed domain of each phase ranging from 0 to 1.
Similar(58)
Moving interface problems are ubiquitous in science and engineering.
The new method is consistent with the level set approach to dynamic moving interface problems.
A new numerical method for solving geometric moving interface problems is presented.
The level set method has been successfully used for moving interface problems.
Fast adaptive numerical methods for solving moving interface problems are presented.
A fast modular numerical method for solving general moving interface problems is presented.
In this paper, we present a time and space rescaling scheme for the computation of moving interface problems.
The resulting novel method is capable of completely disposing of the grid anisotropy effects common to moving interface problems, as the underlying grid itself has no distinguished direction.
The methods compute accurate viscosity solutions to a wide variety of difficult moving interface problems involving merging, anisotropy, faceting, and curvature.
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