Hello,
This number of iterations is about the CFL number as computed by the PSI scheme, it would mean that you have high advection velocities somewhere. Also think that advection schemes 3,4 and 5 divide by the volumes around points in their solution procedure, so they will not work with tidal flats OR with crushed elements (if you impose the elevation of a plane and this elevation goes below the bottom, it results in crushed elements, this can work, but not with all advection solvers). You can bypass the problem by provisionally choosing the method of characteristics for the advection schemes:
SCHEME FOR ADVECTION OF VELOCITIES =1
SCHEME FOR ADVECTION OF TRACERS =1
SCHEME FOR ADVECTION OF K-EPSILON =1
then hopefully you will have a result and will be able to see what happens and if there are some high velocities somewhere. When it works I would suggest the final combination:
SCHEME FOR ADVECTION OF VELOCITIES =1
SCHEME FOR ADVECTION OF TRACERS =5
SCHEME FOR ADVECTION OF K-EPSILON =1
If it is a problem of tidal flats or crushed element you would need to have:
SCHEME FOR ADVECTION OF VELOCITIES =14
SCHEME FOR ADVECTION OF TRACERS =14
SCHEME FOR ADVECTION OF K-EPSILON =14
With best regards,
Jean-Michel Hervouet