- Note
- Under construction - please check again later
SIMPLE
- Semi-Implicit Method for Pressure Linked Equations
- By Caretto et al. [9]
The sequence for each iteration follows:
- Advance to the next iteration \( t = t^{n + 1} \)
- Initialise \( \u^{n+1} \) and \( p^{n+1} \) using latest available values of \( \u \) and \( p \)
- Construct the momentum equations
- Under-relax the momentum matrix
- Solve the momentum equations to obtain a prediction for \( \u^{n+1} \)
- Construct the pressure equation
- Solve the pressure equation for \( p^{n+1} \)
- Correct the flux for \( \phi^{n+1} \)
- Under-relax \( p^{n+1} \)
- Correct the velocity for \( \u^{n+1} \)
- If not converged, go back to step 2
SIMPLEC
- By Van Doormaal and Raithby [89]
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