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An overall speed-up factor of about eight and a saving in storage requirements about one order of magnitude for a typical three-dimensional problem in comparison with the unstructured grid method are demonstrated.
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For experimental strain verification, circular grid method was used.
The Lagrangian moving grid method is employed for the simulation of the free surface.
Finite volume method using an adaptive grid method is applied to investigate the flame structure.
The key point in the overlapping grid method is how to ensure conservation for shock waves.
A self-adaptive moving grid method is implemented for MOL discretization by means of finite-difference and finite-volume schemes.
The presented adaptive moving grid method is based on the algorithm Pdex for parabolic partial differential equations.
A Cartesian grid method is developed for the simulation of incompressible flows around stationary and moving three-dimensional immersed boundaries.
The adaptive overlapping grid method is utilized and the interface between the continuum and rarefied regions is partitioned using KnGL number.
Results on fine grids are presented, they show that such an adaptive grid method is needed to capture the streamer characteristics well.
In this paper, a novel approach that is based on combining the high-order WENO scheme with a static moving grid method is presented.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com