|
[Sponsors] |
The aspect ratio of the volume elements in Finite Volume Method |
|
LinkBack | Thread Tools | Search this Thread | Display Modes |
August 27, 2012, 13:07 |
The aspect ratio of the volume elements in Finite Volume Method
|
#1 |
New Member
Charlie Tan
Join Date: Sep 2011
Posts: 23
Rep Power: 15 |
Hello people,
I have a question about the Finite Volume Method. Is the aspect ratio of the volume elements in Finite Volume Method important? The element aspect ratios are important in Finite Element Method, but I don't know if it's the case in FVM. Thank you very much! |
|
August 27, 2012, 17:07 |
|
#2 |
Senior Member
Chris DeGroot
Join Date: Nov 2011
Location: Canada
Posts: 414
Rep Power: 18 |
Yes you should try to keep the aspect ratio reasonable.
There are some exceptions, for example if you have a 2D grid and you extrude it in the third dimension to make it 3D the aspect ratio can typically be large as long as things aren't changing a lot in that direction. For general problems, try to avoid very large aspect ratios whenever possible. |
|
August 27, 2012, 18:39 |
|
#3 |
Senior Member
Join Date: Aug 2011
Posts: 272
Rep Power: 16 |
I have seen some authors who claimed that the ratio between two consecutive cells shouldn't be greater than 1.5. But it depends where and what for.
It seems that you limit the diffusion of the solution when the ratio is close to 1. However to manage with safety outflow boundaries,it is advised to extend the domain with expanded cells when you come closer to that boundaries. For accuracy it seems better to keep as much as possible the ratio close to 1. |
|
August 28, 2012, 03:34 |
|
#4 |
Senior Member
Oliver Gloth
Join Date: Mar 2009
Location: Todtnau, Germany
Posts: 121
Rep Power: 17 |
Hi,
it depends on the flow situation, cell type, solver, and the weather ... For boundary layers (and most solvers), highly anisotropic cells do not pose a problem. On the contrary, you would not be able to fulfil the y+ <= 1 (or even 30-100) requirement without anisotropic cells. I have also seen crisp shock waves which have been resolved by anisotropic tetras -- something that most people would tell you to avoid. If, however, you try to resolve a free shear layer with anisotropic tetras, you are quite likely to get an "NaN" as a reply ... As a rule of thumb for most applications I would suggest to use anisotropic cells in the boundary layer only. Try to get the cells aligned as good as possible (i.e. use prisms or hexes). Regards, Oliver |
|
|
|
Similar Threads | ||||
Thread | Thread Starter | Forum | Replies | Last Post |
gradient calculation of cell centered finite volume method | zhengjg | Main CFD Forum | 10 | November 12, 2012 00:13 |
References for the finite volume method on unstructured grids | old newbie | Main CFD Forum | 1 | April 26, 2011 00:53 |
Control Volume , Finite Volume, Finite Control Volume, Finite Element Method | technocrat.prakash | Main CFD Forum | 1 | April 24, 2010 20:24 |
Comparison: Finite Volume Method vs. Analytic Method | m-fry | Main CFD Forum | 1 | April 20, 2010 15:40 |
Sparse linear systems in finite volume method | Lionel S. | Main CFD Forum | 6 | January 19, 2007 11:04 |