Property variation with temperature

December 14, 2000, 08:45

I am using density as a function of temperature. I am using 2D segregated solver. My Mach no. is 0.1 only. Does fluent 5.3 solve the following eqn for continuity in 2D steady state?

dou(Ro*u)/dou(x) + dou(R0*v)/dou(y) =0

or does it solve only the following for the above mentioned case ?

dou(u)/dou(x) + dou(v)/dou(y) =0

I would also like to know for the above mentioned case, with RSM , is Fluent5.3 using favre averaging or reynolds averaging only?.

Any help will be useful. Thanks..

December 16, 2000, 07:51

1. d(Ro*u)/d(x) + d(R0*v)/d(y) =0

2. Reynolds averaging only.

Sincerely, Jinwook

December 14, 2000, 08:45	Property variation with temperature	#1
G.Balakrishnan Guest Posts: n/a	I am using density as a function of temperature. I am using 2D segregated solver. My Mach no. is 0.1 only. Does fluent 5.3 solve the following eqn for continuity in 2D steady state? dou(Rou)/dou(x) + dou(R0v)/dou(y) =0 or does it solve only the following for the above mentioned case ? dou(u)/dou(x) + dou(v)/dou(y) =0 I would also like to know for the above mentioned case, with RSM , is Fluent5.3 using favre averaging or reynolds averaging only?. Any help will be useful. Thanks..

December 16, 2000, 07:51	Re: Property variation with temperature	#2
Jin-Wook LEE Guest Posts: n/a	1. d(Rou)/d(x) + d(R0v)/d(y) =0 2. Reynolds averaging only. Sincerely, Jinwook

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