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April 25, 2010, 01:28 
Solving Linear System of Equations in UDF

#1 
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MOHSEN Zendehbad
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Somewhere in my UDF i should solve linear system of equations(Ax = b), where i have A matrix and b vector and i need to compute x vector,
Now do any one know if there is an internal linear solver in fluent udf that i can use to compute x vector? REGARDS 

April 25, 2010, 09:05 

#2 
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I think I've seen in one of the *.h files of Fluent a declaration for a Gauss solver (I don't have a Fluent installed on this machine to give you an exact name).
However I'm sure you can find on Internet a simple Gauss solver in pure C, you can simply use this function in your UDF. Do 

April 26, 2010, 14:56 

#3 
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Precisely the above mentioned code is in linalg.h in your Fluent directory, this is a piece of code from the file:
void Gauss_Elimination(const int n_rows, const int n_cols, real A[], real X[], real B[], int swap_rows) This is what you need ! (I hope) Do 

April 26, 2010, 18:42 

#4  
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Arjun
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Quote:
why you want to use fluent. Do you need this as a part of simulation. if you do not need it as part of simultion than there are many libraries that would do it for you. 

May 8, 2010, 07:48 

#5 
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MOHSEN Zendehbad
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Isn't there any iterative method (such as GMRES or conjugate gradient) since gauss elimination is not responding to huge matrices?
REGARDS MZ 

May 8, 2010, 10:39 

#6 
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Hello,
I've found only Gauss, but you can search in all Fluent's *.h files from the udf's directory, maybe I've missed something (probably there are less then 100 *.h files so you can do a quick check). If you want a more complex solver I'm sure you can link your udf with an open source math library (I said open source because you will need to compile this just like you compile your own UDF). Unfortunately you need a pure C library, I think GSL ( http://www.gnu.org/software/gsl/ ) may be a good choice, not sure how easy it will be for you to recompile it. Or you can write a C wrapper for Lapack which is a state of the art linear algebra library, probably this will be more feasible for any operating system (Lapack is written in Fortran). Do you use Linux or Windows ? Do 

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