On Mesh Convergence and Accuracy Behaviour for CFD Applications

Computational Fluid Dynamics (CFD) is a main field that contributes to the development of high efficiency aircraft. CFD accuracy depends on the flow solver and the meshing of the geometry, and while it is doable to determine why a certain solver is more accurate than another, it is much more difficu...

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Bibliographic Details
Main Author: Elraghy, Abdalla
Other Authors: Zingg, David W.
Language:en_ca
Published: 2013
Subjects:
Online Access:http://hdl.handle.net/1807/35603
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spelling ndltd-TORONTO-oai-tspace.library.utoronto.ca-1807-356032013-11-09T04:12:41ZOn Mesh Convergence and Accuracy Behaviour for CFD ApplicationsElraghy, Abdallaengineeringaerospacemeshtopologyaeronauticalaircraftaerofoilconvergenceaccuracyadjoint method0538Computational Fluid Dynamics (CFD) is a main field that contributes to the development of high efficiency aircraft. CFD accuracy depends on the flow solver and the meshing of the geometry, and while it is doable to determine why a certain solver is more accurate than another, it is much more difficult to discern why two meshes produce differently accurate solutions. A framework is presented to evaluate the performance or ``goodness" of a mesh and to compare meshes. The framework is composed of quantifiable mesh parameters which define a mesh, and three performance measures: functional accuracy, their order of convergence, and their behaviour under the adjoint correction method. Although it seems that the relationships between parameters and results are not trivial, there are trends from which optimal mesh parameters are deduced. The H topology performs best, and the most important parameters are related to spacings and cell quality around the aerofoil leading edge.Zingg, David W.2013-062013-07-11T19:12:42ZNO_RESTRICTION2013-07-11T19:12:42Z2013-07-11Thesishttp://hdl.handle.net/1807/35603en_ca
collection NDLTD
language en_ca
sources NDLTD
topic engineering
aerospace
mesh
topology
aeronautical
aircraft
aerofoil
convergence
accuracy
adjoint method
0538
spellingShingle engineering
aerospace
mesh
topology
aeronautical
aircraft
aerofoil
convergence
accuracy
adjoint method
0538
Elraghy, Abdalla
On Mesh Convergence and Accuracy Behaviour for CFD Applications
description Computational Fluid Dynamics (CFD) is a main field that contributes to the development of high efficiency aircraft. CFD accuracy depends on the flow solver and the meshing of the geometry, and while it is doable to determine why a certain solver is more accurate than another, it is much more difficult to discern why two meshes produce differently accurate solutions. A framework is presented to evaluate the performance or ``goodness" of a mesh and to compare meshes. The framework is composed of quantifiable mesh parameters which define a mesh, and three performance measures: functional accuracy, their order of convergence, and their behaviour under the adjoint correction method. Although it seems that the relationships between parameters and results are not trivial, there are trends from which optimal mesh parameters are deduced. The H topology performs best, and the most important parameters are related to spacings and cell quality around the aerofoil leading edge.
author2 Zingg, David W.
author_facet Zingg, David W.
Elraghy, Abdalla
author Elraghy, Abdalla
author_sort Elraghy, Abdalla
title On Mesh Convergence and Accuracy Behaviour for CFD Applications
title_short On Mesh Convergence and Accuracy Behaviour for CFD Applications
title_full On Mesh Convergence and Accuracy Behaviour for CFD Applications
title_fullStr On Mesh Convergence and Accuracy Behaviour for CFD Applications
title_full_unstemmed On Mesh Convergence and Accuracy Behaviour for CFD Applications
title_sort on mesh convergence and accuracy behaviour for cfd applications
publishDate 2013
url http://hdl.handle.net/1807/35603
work_keys_str_mv AT elraghyabdalla onmeshconvergenceandaccuracybehaviourforcfdapplications
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