SIMPLE algorithm
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* The pressure equation is formulated and solved in order to obtain the new pressure distribution. | * The pressure equation is formulated and solved in order to obtain the new pressure distribution. | ||
* Velocities are corrected and a new set of conservative fluxes is calculated. | * Velocities are corrected and a new set of conservative fluxes is calculated. | ||
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| + | <i> Return to [[Numerical methods | Numerical Methods]] </i> | ||
Revision as of 06:42, 3 October 2005
The SIMPLE Algorithm
If a steady-state problem is being solved iteratively, it is not necessary to fully resolve the linear pressure-velocity coupling, as the changes between consecutive solutions are no longer small. The SIMPLE algorithm:
- An approximation of the velocity field is obtained by solving the momentum equation. The pressure gradient term is calculated using the pressure distribution from the previous iteration or an initial guess.
- The pressure equation is formulated and solved in order to obtain the new pressure distribution.
- Velocities are corrected and a new set of conservative fluxes is calculated.
Return to Numerical Methods
