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Tests have been carried out using the tuning method given below and the
explicit free surface option. Similar tests have not been carried out
with the stream function option. Use of the explicit free surface
method is recommended. The following steps are recommended for tuning
the polar filter. For reasons given above, the finite impulse response
filter (-Dfirfil) is the recommended filter of choice.
- Make a short integration of a few months using the intended model
configuration except shorten the density, baroclinic, and barotropic
time steps so that no filtering is needed. Use the same time step for
density and baroclinic velocity. Do not use any polar filtering and
save a snapshot at the end of the integration.
- Set the filtering latitudes as far poleward as possible. In the
test case, the polar filtering latitudes start at
.
This is
for the purpose of studying the interaction of filtering on shelf
processes and is for testing purposes only. Based on testing, it may be
desirable to move the filtering poleward of
.
This will
eliminate filtering in the southern hemisphere and keep the filter away
from coastal shelf areas in the Arctic.
- Turn on filtering with the finite impulse filter (-Dfirfil) and
repeat the run using the same small timesteps. Examine the differences
in snapshot files. Change the filtering latitudes and number of filter
applications (numflt and numflu in setocn.F) until results are
acceptable. Testing in this way shows what damage is done by the
filtering. If there is alot of small scale information in the initial
density stratification, then the initial T and S will have to be
filtered more to remove it. It is counter intuitive but if small scales
are left in the initial conditions, then increasing the amount of polar
filtering in the integration will cause the model to blow up faster.
The reason is that when filtering tendencies, increasing the number of
filtering passes kills off the small scales in the tendencies which
prevents them from wiping out small scales in the initial conditions.
These small scales persist and eventually contaminate the solution.
- Increase the time steps to the expected values consistant with
filtering latitudes. (The model output will give an analysis of what
time steps should be ok). Repeat the run. If it blows up, increase the
filtering on tracers first (numflt). If it still blows up, increase the
filtering on velocity (numflu).
Next: 27.2 Inertial period
Up: 27.1 Convergence of meridians
Previous: 27.1.3 An analysis of
RC Pacanowski and SM Griffies, GFDL, Jan 2000