Isotropic Turbulent Flow

aero777 · December 31, 2012, 17:15

Does anyone know how can one show that

<uv^2> = <vw^2> = <wu^2> = 0

where u, v and w are velocity components
and <x> denotes mean/average of x.

Maria3344 · January 9, 2013, 04:37

I am sorry that i cannot solve the equation but i can refer you to a link that might help you in solving that puzzle.

http://uk.docsity.com/en-docs/Comput..._David_Apsley_

aero777 · January 9, 2013, 05:27

Quote:

Originally Posted by Maria3344

I am sorry that i cannot solve the equation but i can refer you to a link that might help you in solving that puzzle.

http://uk.docsity.com/en-docs/Comput..._David_Apsley_

Thanks for the link.

The set of notes discuss turbulence in general. It does not get to proving anything; are you referring to a particular page?

December 31, 2012, 17:15	Isotropic Turbulent Flow	#1
aero777 New Member ANH Join Date: Mar 2012 Posts: 4 Rep Power: 14	Does anyone know how can one show that <uv^2> = <vw^2> = <wu^2> = 0 where u, v and w are velocity components and <x> denotes mean/average of x.

January 9, 2013, 04:37	Isotropic Flow : docsity.com	#2
Maria3344 New Member Maria Join Date: Jan 2013 Posts: 5 Rep Power: 13	I am sorry that i cannot solve the equation but i can refer you to a link that might help you in solving that puzzle. http://uk.docsity.com/en-docs/Comput..._David_Apsley_

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