Difference between revisions of "Compressible flows by Sergei Strijhak"
Jump to navigation
Jump to search
Jozsef Nagy (talk | contribs) |
|||
(2 intermediate revisions by one other user not shown) | |||
Line 1: | Line 1: | ||
+ | [[category:compressible]] | ||
* '''contributor''': Sergei Strijhak, Matvey Kraposhin | * '''contributor''': Sergei Strijhak, Matvey Kraposhin | ||
* '''affiliation''': ISPRAS, Russia, Moscow | * '''affiliation''': ISPRAS, Russia, Moscow | ||
* '''contact''': <mail address='strijhak@yandex.ru' description='author'>click here for email address</mail> | * '''contact''': <mail address='strijhak@yandex.ru' description='author'>click here for email address</mail> | ||
* '''OpenFOAM version''': 3.0.0 | * '''OpenFOAM version''': 3.0.0 | ||
− | * '''Published under''': CC BY-NC-SA license ([https:// creativecommons.org/licenses creative commons licenses]) | + | * '''Published under''': CC BY-NC-SA license ([https://creativecommons.org/licenses creative commons licenses]) |
Go back to [https://wiki.openfoam.com/index.php?title=Day_14 Day 14]. | Go back to [https://wiki.openfoam.com/index.php?title=Day_14 Day 14]. | ||
− | =Compressible flows= | + | =[https://drive.google.com/open?id=1Svc37PMOwOvEuTNiGLGJhc28ICIA7pgB Compressible flows]= |
+ | |||
+ | This [https://drive.google.com/open?id=1Svc37PMOwOvEuTNiGLGJhc28ICIA7pgB pdf] gives you a short introduction on compressible flows simulation in OpenFOAM via rhoCentralFoam solver and three cases (forward-facing step problem, hypersonic flow over a biconic and the shock tube problem). |
Latest revision as of 15:55, 1 August 2018
- contributor: Sergei Strijhak, Matvey Kraposhin
- affiliation: ISPRAS, Russia, Moscow
- contact: click here for email address
- OpenFOAM version: 3.0.0
- Published under: CC BY-NC-SA license (creative commons licenses)
Go back to Day 14.
Compressible flows
This pdf gives you a short introduction on compressible flows simulation in OpenFOAM via rhoCentralFoam solver and three cases (forward-facing step problem, hypersonic flow over a biconic and the shock tube problem).