Outils pour utilisateurs

Outils du site


sunfluidh:gravity_namelist

Différences

Ci-dessous, les différences entre deux révisions de la page.

Lien vers cette vue comparative

Les deux révisions précédentesRévision précédente
Prochaine révision
Révision précédente
Dernière révisionLes deux révisions suivantes
sunfluidh:gravity_namelist [2017/07/03 18:52] yannsunfluidh:gravity_namelist [2019/07/12 10:24] – [IMPORTANT NOTE] yann
Ligne 43: Ligne 43:
 Where $G_0$ is norm of the force of gravity (or the buoyancy force).\\ Where $G_0$ is norm of the force of gravity (or the buoyancy force).\\
 \\ \\
-b__**Remarks**__ +__Remarks__ 
-  The angle ranges are $ -90 \le $ Gravity_Angle_IJ $ \le +90$ and $ 0 \le $ Gravity_Angle_IJ $ \le +180$. \\ +  The angle ranges are $ -90 \le $ Gravity_Angle_IJ $ \le +90$ and $ 0 \le $ Gravity_Angle_IK $ \le +180$. \\ 
-  From the definition of angles, note that the vector $\vec{g}$ is oriented along the $-\vec{K}$ axis while Gravity_Angle_IK= 0 and $\vec{g}$ is in the plan IJ while Gravity_Angle_IK= 90.\\+  From the definition of angles, note that the vector $\vec{g}$ is oriented along the $-\vec{K}$ axis while Gravity_Angle_IK= 0 and $\vec{g}$ is in the plan IJ while Gravity_Angle_IK= 90.\\
  
 Following the type of simulation and the choice on the form of equations (dimensional, dimensionless, the scales used in order to define the non-dimensional form of equations, etc ...), the term $G_0$ can be written following different ways. For instance, the buoyancy force can be read as :  Following the type of simulation and the choice on the form of equations (dimensional, dimensionless, the scales used in order to define the non-dimensional form of equations, etc ...), the term $G_0$ can be written following different ways. For instance, the buoyancy force can be read as : 
sunfluidh/gravity_namelist.txt · Dernière modification : 2019/08/01 09:27 de yann

Donate Powered by PHP Valid HTML5 Valid CSS Driven by DokuWiki