|
[Sponsors] |
July 11, 2007, 02:37 |
Potential flow
|
#1 |
Guest
Posts: n/a
|
Hello,
Can anybody advice me about the numerical solution of potential flow problems. I have some questions about that - are this equations useful for real applications (for compressible and incompressible cases)? - which boundary condition for the potential function I need to impose (for compressible and incompressible cases)? - when I compute the potential function, how can I compute the pressure (for compressible and incompressible cases)? Thank you very much in advance, Ruben |
|
July 11, 2007, 14:50 |
Re: Potential flow
|
#2 |
Guest
Posts: n/a
|
Within their inviscid bounds, panel methods (surface based potential flow solvers) have seen real applications. Subsonic, incompressible and compressible (using corrections such as Prandtl-Glauert) panel methods are adept at calculating lift forces over streamlined objects such as airplanes, yacht sails and racing cars. With boundary layer coupling drag prediction is also possible. Find out more: http://www.symscape.com/blog/why_use_panel_method
|
|
|
|
Similar Threads | ||||
Thread | Thread Starter | Forum | Replies | Last Post |
Steady state | Ruben | Main CFD Forum | 43 | May 7, 2011 04:32 |
potential energy& static enthalpy in buoyant flow | Atit | CFX | 0 | May 3, 2006 11:05 |
pressure distribution of potential flow | karthik | FLUENT | 0 | July 7, 2005 07:14 |
Inviscid Drag at subsonic, subcritical Mach # | Axel Rohde | Main CFD Forum | 1 | November 19, 2001 13:19 |
Potential flow about a hemisphere | Adrin Gharakhani | Main CFD Forum | 9 | March 12, 1999 12:32 |