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Dammy September 6, 2005 06:41

POWER LAW DISCRETISATION SCHEME
 
Is power Law a first order scheme?

I found out that my predictions are better when using power Law compared second order upwind.

Can anyone advise why this is happening?

I found out that my convergence is faster with this.

Luca September 6, 2005 06:56

Re: POWER LAW DISCRETISATION SCHEME
 
What kind of problem are you solving? It depends on the ratio beetween adventive and diffusive terms. Luca

Dammy September 6, 2005 07:55

Re: POWER LAW DISCRETISATION SCHEME
 
I am trying to predict the hydrodynamics of flow in stirred tank reactor of 300rpm. The mean velocities(axial, radial & tangential) & turbulent quantities are of interest to me.

Expecting yr reply

Luca September 6, 2005 08:05

Re: POWER LAW DISCRETISATION SCHEME
 
When you say "better" what does it mean? only faster convergence or a better fidelity to experimental case?Luca

Dammy September 6, 2005 14:17

Re: POWER LAW DISCRETISATION SCHEME
 
Compare to experimental data, that is what i mean

Arthur September 7, 2005 09:36

Re: POWER LAW DISCRETISATION SCHEME
 
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Vinod Dhiman September 7, 2005 09:45

Re: POWER LAW DISCRETISATION SCHEME
 
Hi

In case of your problem, even the second order upwind will give worse results than given by Power Law. Although Power Law is not a good enough scheme, but in your problem flow dependency is much higher, which is neglected by Upwind.

Vinod Dhiman


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