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A Fast Multigrid Method For Solving Incompressible Hydrodynamic Problems With nee Surfaces
Fast Multigrid Method Solving Incompressible Hydrodynamic Problems nee Surfaces
2015/7/1
Partial support for this work Was Provided through ONR Grant N00014-89-J-1366 and DAWA Grant N00014-89-J-0759, This support is gratefully acknowledged by the authors.
Lateral Stability Analysis of Hypersonic Vehicle under Pressure Fluctuation by Solving Mathieu Differential Equation
Lateral Stability Analysis of Hypersonic Vehicle Pressure Fluctuation Mathieu Differential Equation Fluid Dynamics
2012/4/20
Two recent test failures of Hypersonic Technology Vehicle 2 impose a strike to the increasingly growing enthusiasm, not only on the United States side. It is important to find out the exact failure re...
An explicit finite volume element method for solving characteristic level set equation on triangular grids
Characteristic level set equation Finite volume element method Explicit method Triangular grid Twophase incompressible flow
2012/2/28
Level set methods are widely used for predicting evolutions of complex free surface topologies, such as the crystal and crack growth, bubbles and droplets deformation,spilling and breaking waves, and ...
A LATTICE BOLTZMANN COUPLED TO FINITE VOLUMES METHOD FOR SOLVING PHASE CHANGE PROBLEMS
lattice Boltzmann computational fluid dynamics phase-change
2009/10/14
A numerical scheme coupling lattice Boltzmann and finite volumes approaches has been developed and qualified for test cases of phase change problems. In this work, the coupled partial differential equ...
Parallelization of an algorithm for solving the gravity inverse problem
gravity inverse problem parallel algorithm
2010/3/12
A parallel algorithm for solving the gravity inverse problem is considered. The corresponding programme has been implemented on the Massively Parallel Computing System MVS-1000.