Rhie-chow

February 16, 2005, 09:38

I just found out from CFX support, velocity components at the cell faces from cell center values are calculted using Rhie-chow interpolation algorithm. Is there any one who has a matlab code for Rhie-chow algorithm?

Thanks Tad

February 16, 2005, 18:08

I have the original journal paper somewhere which describes how this approach is done, if its any use to you.

James

February 17, 2005, 08:08

Hi, James

It is great of you to send me a piece?

BR, Erica

February 17, 2005, 09:50

Yea, I want to have it also, please use this fax number to send it to me:3216321480

Thanks james

February 18, 2005, 06:41

ok

I'll find it and convert it into pdf and email it to you both.

James

February 19, 2005, 04:39

Thank you!

March 23, 2005, 03:08

Hi all,

I know that I have just jumped into a conversation which had finished about a month ago, but recently I'm dealing with this "Rhie-Chow interpolation" and would like to have a look at the original paper discussing it. If it would not be a problem for you I would be extremely pleased if one of the owners of the pdf can send it to me?

Thanx in advance...

abilge

February 16, 2005, 09:38	Rhie-chow	#1
Tad Guest Posts: n/a	I just found out from CFX support, velocity components at the cell faces from cell center values are calculted using Rhie-chow interpolation algorithm. Is there any one who has a matlab code for Rhie-chow algorithm? Thanks Tad

February 16, 2005, 18:08	Re: Rhie-chow	#2
James Date Guest Posts: n/a	I have the original journal paper somewhere which describes how this approach is done, if its any use to you. James

February 17, 2005, 08:08	Re: Rhie-chow	#3
Erica Guest Posts: n/a	Hi, James It is great of you to send me a piece? BR, Erica

February 17, 2005, 09:50	Re: Rhie-chow	#4
Tad Guest Posts: n/a	Yea, I want to have it also, please use this fax number to send it to me:3216321480 Thanks james

February 18, 2005, 06:41	Re: Rhie-chow	#5
James Date Guest Posts: n/a	ok I'll find it and convert it into pdf and email it to you both. James

February 19, 2005, 04:39	Re: Rhie-chow	#6
Erica Guest Posts: n/a	Thank you!

March 23, 2005, 03:08	Re: Rhie-chow	#7
ahmet bilge Guest Posts: n/a	Hi all, I know that I have just jumped into a conversation which had finished about a month ago, but recently I'm dealing with this "Rhie-Chow interpolation" and would like to have a look at the original paper discussing it. If it would not be a problem for you I would be extremely pleased if one of the owners of the pdf can send it to me? Thanx in advance... abilge

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