more equation in block matrix system

yhaomin2007 · September 5, 2012, 17:27

Hi, All Foamers:

In the block matrix system in OpenFOAM ext, how to put more than two equations into the block matrix ?
In all threads I found, people just put two equations into block matrix system.

Should I write a class named vector3 or vector4 and tensor3 or tensor4 to form the block in block matrix? Or did any body have already worked out??

I have finished the work to manipulate the matrix that are needed by the coupled algorithm. But I do not know how to put them correctly into the block matrix system.

thank you all in advance.

elvis · September 6, 2012, 09:33

Hi,

http://www.csi.tu-darmstadt.de/media...ledsystems.pdf

=> Summary
Challenge 5: Multiple equations with strong coupling: sparse-on-dense matrix class. Discretisation for “obvious” block-coupling; segregated discretisation is currently re-packed into block coefficients. Promising – work in progress

September 5, 2012, 17:27	more equation in block matrix system	#1
yhaomin2007 Member Haomin Yuan Join Date: Jan 2012 Location: Madison, Wisconsin, USA Posts: 59 Rep Power: 14	Hi, All Foamers: In the block matrix system in OpenFOAM ext, how to put more than two equations into the block matrix ? In all threads I found, people just put two equations into block matrix system. Should I write a class named vector3 or vector4 and tensor3 or tensor4 to form the block in block matrix? Or did any body have already worked out?? I have finished the work to manipulate the matrix that are needed by the coupled algorithm. But I do not know how to put them correctly into the block matrix system. thank you all in advance. Kummi likes this.

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September 6, 2012, 09:33		#2
elvis Senior Member Elvis Join Date: Mar 2009 Location: Sindelfingen, Germany Posts: 620 Blog Entries: 6 Rep Power: 24	Hi, http://www.csi.tu-darmstadt.de/media...ledsystems.pdf => Summary Challenge 5: Multiple equations with strong coupling: sparse-on-dense matrix class. Discretisation for “obvious” block-coupling; segregated discretisation is currently re-packed into block coefficients. Promising – work in progress