Is there a simple NS or Euler solver?

zkdkeen · September 5, 2011, 11:17

Hello, everyone!
I am learning the finite volume method currently. After reading some books and papers, I am going to write a small solver with the purpose to make a good understanding of fvm.
After some attempts, I found it hard to create the whole Ns or Euler eq and also met some other complicated problems.
At last, I think I should start from some open source. So, I am wondering is there any open source of simplest fvm code easy to read and understand for beginners? Both fortran and c/c++ are acceptable.
Any advice will be highly appreciated!
Thanks!
-Keen

DoHander · September 5, 2011, 17:28

Try NSC2KE it is an open source NS code (Fortran 77 if I remember correctly).

Jonas Holdeman · September 6, 2011, 08:59

Quote:

Originally Posted by zkdkeen

Hello, everyone!
I am learning the finite volume method currently. After reading some books and papers, I am going to write a small solver with the purpose to make a good understanding of fvm.
After some attempts, I found it hard to create the whole Ns or Euler eq and also met some other complicated problems.
At last, I think I should start from some open source. So, I am wondering is there any open source of simplest fvm code easy to read and understand for beginners? Both fortran and c/c++ are acceptable.
Any advice will be highly appreciated!
Thanks!
-Keen

It is not finite volume, but for simplicity look at the first 2D LDC code on the CFD-Wiki->source code archive->educational. For what it does, the thermal cavity code is pretty simple too.

zkdkeen · September 10, 2011, 23:07

Thanks all, I will try them.

asyaskal · September 12, 2011, 06:26

Quote:

Originally Posted by zkdkeen

Hello, everyone!
I am learning the finite volume method currently. After reading some books and papers, I am going to write a small solver with the purpose to make a good understanding of fvm.
After some attempts, I found it hard to create the whole Ns or Euler eq and also met some other complicated problems.
At last, I think I should start from some open source. So, I am wondering is there any open source of simplest fvm code easy to read and understand for beginners? Both fortran and c/c++ are acceptable.
Any advice will be highly appreciated!
Thanks!
-Keen

I have solved NS equation in serial of 6 papers, below is first one, the second will be published soon.
Please,help me, put this information in forum.
I am bad programmer and cannot do it myself.
Journal of Engineering and Technology Research Vol. 3(6), pp. 168-170, June 2011

Available online at http://www.academicjournals.org/JETR
ISSN 2006-9790 ©2011 Academic Journals

Review
Does a physically reasonable solution of the Navier
Stokes equations exist?
Asya S. Skal

asyaskal · September 12, 2011, 06:38

I have solved NS equation in serial of 6 papers, below is first one, the second will be published soon.
Please,help me, put this information in forum.
I am bad programmer and cannot do it myself.
Journal of Engineering and Technology Research Vol. 3(6), pp. 168-170, June 2011

Available online at http://www.academicjournals.org/JETR
ISSN 2006-9790 ©2011 Academic Journals

Review
Does a physically reasonable solution of the Navier
Stokes equations exist?
Asya S. Skal

asyaskal · September 12, 2011, 06:45

Journal of Engineering and Technology Research Vol. 3(6), pp. 168-170, June 2011
Available online at http://www.academicjournals.org/JETR
ISSN 2006-9790 ©2011 Academic Journals

Review
Does a physically reasonable solution of the Navier
Stokes equations exist?
Asya S. Skal

Jonas Holdeman · September 12, 2011, 09:47

I think this online "Journal of Engineering and Technology Research" may be one to avoid.

asyaskal · September 13, 2011, 13:31

Quote:

Originally Posted by Jonas Holdeman

I think this online "Journal of Engineering and Technology Research" may be one to avoid.

I am interesting in your opinion of my paper, not about journaj, which is academic. Have you???

September 5, 2011, 11:17	Is there a simple NS or Euler solver?	#1
zkdkeen Member Antoni Alexander Join Date: Nov 2009 Posts: 43 Rep Power: 16	Hello, everyone! I am learning the finite volume method currently. After reading some books and papers, I am going to write a small solver with the purpose to make a good understanding of fvm. After some attempts, I found it hard to create the whole Ns or Euler eq and also met some other complicated problems. At last, I think I should start from some open source. So, I am wondering is there any open source of simplest fvm code easy to read and understand for beginners? Both fortran and c/c++ are acceptable. Any advice will be highly appreciated! Thanks! -Keen

September 12, 2011, 06:38	Analytical solution of NS equation	#6
asyaskal New Member Asya Skal Join Date: Sep 2011 Posts: 5 Rep Power: 14	I have solved NS equation in serial of 6 papers, below is first one, the second will be published soon. Please,help me, put this information in forum. I am bad programmer and cannot do it myself. Journal of Engineering and Technology Research Vol. 3(6), pp. 168-170, June 2011 Available online at http://www.academicjournals.org/JETR ISSN 2006-9790 ©2011 Academic Journals Review Does a physically reasonable solution of the Navier Stokes equations exist? Asya S. Skal

September 12, 2011, 09:47		#8
Jonas Holdeman Senior Member Jonas T. Holdeman, Jr. Join Date: Mar 2009 Location: Knoxville, Tennessee Posts: 128 Rep Power: 18	I think this online "Journal of Engineering and Technology Research" may be one to avoid. nikola_m likes this.

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September 5, 2011, 17:28		#2
DoHander Senior Member Join Date: Nov 2009 Posts: 411 Rep Power: 19	Try NSC2KE it is an open source NS code (Fortran 77 if I remember correctly).

September 10, 2011, 23:07		#4
zkdkeen Member Antoni Alexander Join Date: Nov 2009 Posts: 43 Rep Power: 16	Thanks all, I will try them.

September 12, 2011, 06:45		#7
asyaskal New Member Asya Skal Join Date: Sep 2011 Posts: 5 Rep Power: 14	Journal of Engineering and Technology Research Vol. 3(6), pp. 168-170, June 2011 Available online at http://www.academicjournals.org/JETR ISSN 2006-9790 ©2011 Academic Journals Review Does a physically reasonable solution of the Navier Stokes equations exist? Asya S. Skal