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[PDF] Top 20 A Reconstruction based Finite Volume Method for Diffusion Equation on Unstructured Grids.

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A Reconstruction based Finite Volume Method for Diffusion Equation on Unstructured Grids.

A Reconstruction based Finite Volume Method for Diffusion Equation on Unstructured Grids.

... A reconstruction based discontinuous method is explained by Luo et al for Navier Stokes ...squares reconstruction is used here to extrapolate a smooth solution using inter cell ... See full document

98

Assessment of numerical schemes for solving the advection–diffusion equation on unstructured grids: case study of the Guaíba River, Brazil

Assessment of numerical schemes for solving the advection–diffusion equation on unstructured grids: case study of the Guaíba River, Brazil

... advection–diffusion equation on unstructured grids were ...addition, volume conservation errors were lower than 1 % of the total volume of the Guaíba ... See full document

13

A Recovered Finite Volume Method for Diffusion Equations on Unstructured Grids.

A Recovered Finite Volume Method for Diffusion Equations on Unstructured Grids.

... Unfortunately, neither of these two approaches possesses all the properties given in the background introduction of this paper. Both of them are not consistent on non-uniform meshes, and neither of them can satisfy ... See full document

105

A GPU Parallel Finite Volume Method for a 3D Poisson Equation on Arbitrary Geometries

A GPU Parallel Finite Volume Method for a 3D Poisson Equation on Arbitrary Geometries

... a finite volume discretization of the Poisson ...a method provides an attractive way to obtain fast simulations for 3D irregular ...parallel method has a high speedup, being more than 35 times ... See full document

9

A stabilised finite element method for the convection-diffusion-reaction equation in mixed form

A stabilised finite element method for the convection-diffusion-reaction equation in mixed form

... the finite element spaces, see, ...FOSLS method combined with an enrichment of the finite element space with bubble functions, or [29] for a streamline-based FOSLS ...FOSLS method was ... See full document

35

Convergence of a Mimetic Finite Difference Method for Static Diffusion Equation

Convergence of a Mimetic Finite Difference Method for Static Diffusion Equation

... standard finite difference ...standard finite differences schemes based on ghost points and extended staggered grids has not been fully analyzed ...standard finite differ- ences ... See full document

12

A Hybrid Reconstructed Discontinuous Galerkin and Continuous Galerkin Finite Element Method for Incompressible Flows on Unstructured Grids.

A Hybrid Reconstructed Discontinuous Galerkin and Continuous Galerkin Finite Element Method for Incompressible Flows on Unstructured Grids.

... discretize diffusion terms required for the Navier-Stokes equations remain the three most challenging and unresolved issues in the ...the finite element methods and finite vol- ume methods, the DGM ... See full document

82

Comparison of several models of the laminar/turbulent transition

Comparison of several models of the laminar/turbulent transition

... is based on the finite volume method of the cell-centered type with the Osher's- Solomon's approximation of the Riemann solver and a two-dimensional linear reconstruction with the Van ... See full document

6

EFFECT OF THE VARIABILITY OF HEAT AND MASS TRANSFER COEFFICIENTS ON 3D UNSATURATED POROUS MEDIUM DRYING

EFFECT OF THE VARIABILITY OF HEAT AND MASS TRANSFER COEFFICIENTS ON 3D UNSATURATED POROUS MEDIUM DRYING

... media. Based on the theory proposed by drying Luikov (Luikov, 1975) and later by Whitaker (Whitaker, 1977), several mathematical models for drying porous materials have been ...where unstructured mesh ... See full document

7

A Robust and Efficient Finite Volume method for Compressible Two-Phase Flows at All Speeds on Unstructured Grids.

A Robust and Efficient Finite Volume method for Compressible Two-Phase Flows at All Speeds on Unstructured Grids.

... a volume-fraction coupling term in the mass-flux, resulting in what is called the AUSM + -upf flux in this ...density-based method for the solution of the turbulent two-fluid single pressure model ... See full document

144

An Upwind Finite Volume Element Method for Nonlinear Convection Diffusion Problem

An Upwind Finite Volume Element Method for Nonlinear Convection Diffusion Problem

... us to look into the subject how to use the upwind FVEM to solve three-dimensional nonlinear convection-domi- nated diffusion problems. In this article, we continue to our work [17] and put forward an upwind FVEM ... See full document

7

Spatial Interpolation of Tidal Data Using a Multiple Order Harmonic Equation for Unstructured Grids

Spatial Interpolation of Tidal Data Using a Multiple Order Harmonic Equation for Unstructured Grids

... In summary, our development of the high order har- monic interpolation provides a full set of options for the user to choose from for their specific application. Besides being a better tool to achieve more accurate ... See full document

13

Research and application of compact finite difference method of low reaction diffusion equation

Research and application of compact finite difference method of low reaction diffusion equation

... The paper describes the theory of fractional derivative and specific application examples in the field of engineering sciences. On this basis, this paper mainly studies the low reaction-diffusion equations. First ... See full document

7

Pressure-Velocity Coupled Finite Volume Solution of Steady Incompressible Invscid Flow Using Artificial Compressibility Technique

Pressure-Velocity Coupled Finite Volume Solution of Steady Incompressible Invscid Flow Using Artificial Compressibility Technique

... In present work, the Cell Vertex Finite Volume Method is used to derive the discrete formulas of the governing equations on triangular unstructured meshes. The problem of growing up numerical ... See full document

10

Flow Image Velocimetry Method Based on Advection-Diffusion Equation

Flow Image Velocimetry Method Based on Advection-Diffusion Equation

... advection-diffusion equation based velocimetry method that was to be tested on generated synthetic images could function properly, gray level spatial and temporal gradients had to be ... See full document

12

A local projection stabilization finite element method with nonlinear crosswind diffusion for convection-diffusion-reaction equations

A local projection stabilization finite element method with nonlinear crosswind diffusion for convection-diffusion-reaction equations

... nonlinear method in Fig. 2. This study demonstrates that the method with linear crosswind diffusion was outperformed, with respect to the quality of the computed solution, by the nonlinear ... See full document

43

On some slope-limiter methods for the linear advection equation

On some slope-limiter methods for the linear advection equation

... ∆𝑥 . (7) But this slope is defined based on the assumption that the solution is smooth. Near a discontinuity there is no reason to believe that introducing this slope will improve the accuracy. Slope Limiters ... See full document

12

A control volume technique based on integrated RBFNs for the convection-diffusion equation

A control volume technique based on integrated RBFNs for the convection-diffusion equation

... In this study, we present a CV technique incorporating 1D-IRBFNs for the diffusion- convection equation in one and two dimensions. Like CV-RBF techniques [6,7], line integrals embracing gradients are ... See full document

38

Simulation of electrophysiological waves with an unstructured finite element method

Simulation of electrophysiological waves with an unstructured finite element method

... We will present a single test case showing the efficiency of our method in capturing the dynamical evolution of electrophysiological waves in a media with a secondary conduction anisotropy. A general strategy to ... See full document

5

Numerical simulation of laminar separated flows on adaptive tri-tree grids with the finite volume method

Numerical simulation of laminar separated flows on adaptive tri-tree grids with the finite volume method

... A code for generating triangular grids using the tri-tree algorithm has been written and an adaptive finite volume method developed for calculating laminar fluid flow.. The.[r] ... See full document

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