Merkle's model (cavitation module) in Code_Saturne v5.0
Posted: Mon Sep 30, 2019 10:25 am
Hello,
I have noticed that the source terms from the Merkle's model seem to be computed differently in the sources of the code. The Theory Guide v5.0.0 (page 145) indeed indicates the factor alpha * (1- alpha) instead of alpha for m- or 1- alpha for m+ according to the original model [1]. Moreover a recent PhD Thesis [2] indicates "By default, the model of Code_Saturne with cavitation module is a variation of the Merkle's model" and [3] seems to give the beginning of an explanation in Section 3.3 but it is unclear.
[1] Ding Li and Charles L. Merkle, A UNIFIED FRAMEWORK FOR INCOMPRESSIBLE AND COMPRESSIBLE FLUID FLOWS (2006)
[2] Christophe Leclercq, Simulation numérique du chargement mécanique en paroi généré par les écoulements cavitants, pour application à l’usure par cavitation des pompes centrifuges (2017)
[3] R. CHEBLI a,b , O. COUTIER -D ELGOSAH a , B. AUDEBERT b, Development of algorithm based on the fractional time
step for the simulation of cavitation.
Thank you in advance.
Regards,
So_nuc
I have noticed that the source terms from the Merkle's model seem to be computed differently in the sources of the code. The Theory Guide v5.0.0 (page 145) indeed indicates the factor alpha * (1- alpha) instead of alpha for m- or 1- alpha for m+ according to the original model [1]. Moreover a recent PhD Thesis [2] indicates "By default, the model of Code_Saturne with cavitation module is a variation of the Merkle's model" and [3] seems to give the beginning of an explanation in Section 3.3 but it is unclear.
[1] Ding Li and Charles L. Merkle, A UNIFIED FRAMEWORK FOR INCOMPRESSIBLE AND COMPRESSIBLE FLUID FLOWS (2006)
[2] Christophe Leclercq, Simulation numérique du chargement mécanique en paroi généré par les écoulements cavitants, pour application à l’usure par cavitation des pompes centrifuges (2017)
[3] R. CHEBLI a,b , O. COUTIER -D ELGOSAH a , B. AUDEBERT b, Development of algorithm based on the fractional time
step for the simulation of cavitation.
Thank you in advance.
Regards,
So_nuc