Hello,
Please , why the convergence ( in the pressure system ) is directly related to RNORM ?
Regards.
Rezki
XNORMP and RNORMP
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Re: XNORMP and RNORMP
Hello,
Firstly I am sorry if I have a purely theoretical question.
Indeed, I want to understand why the residual of normalization (RNORM) is introduced as a convergence criteria.
In the theoretic guide of code Saturne (2.0.0-rc1) (page 171). it is mentioned that if RESIDU < 10 × ε × RNORMP then convergence is reached .
Residue of normalization represent the second member of pressure system if the pressure gradient is not taken into account.
I think, but I'm not sure, that it is the product of the difference between these two equations:
[Rho U* - Rho U(n)] / delta t + ....... = - grad P(n) + TS
( - )
[Rho U*² - Rho U(n)] / delta t + ....... = TS
---------------------------------------------------------------------
div [ Rho U* + delta (t) grad P(n) ] = mass source.
because : div (Rho U) = mass source (continuous equation)
Rho U*² : mass flow if the pressure gradient is not taken into account in momentum equation.
U*: predicted velocity.
Can you affirm (or confirm) that, and explain me why the RNORM is introduced in the convergence test.
Thank you in advance.
Rezki
Firstly I am sorry if I have a purely theoretical question.
Indeed, I want to understand why the residual of normalization (RNORM) is introduced as a convergence criteria.
In the theoretic guide of code Saturne (2.0.0-rc1) (page 171). it is mentioned that if RESIDU < 10 × ε × RNORMP then convergence is reached .
Residue of normalization represent the second member of pressure system if the pressure gradient is not taken into account.
I think, but I'm not sure, that it is the product of the difference between these two equations:
[Rho U* - Rho U(n)] / delta t + ....... = - grad P(n) + TS
( - )
[Rho U*² - Rho U(n)] / delta t + ....... = TS
---------------------------------------------------------------------
div [ Rho U* + delta (t) grad P(n) ] = mass source.
because : div (Rho U) = mass source (continuous equation)
Rho U*² : mass flow if the pressure gradient is not taken into account in momentum equation.
U*: predicted velocity.
Can you affirm (or confirm) that, and explain me why the RNORM is introduced in the convergence test.
Thank you in advance.
Rezki