[RegCNET] Problem with restarting the 25 km run

Simon Krichak shimon at cyclone.tau.ac.il
Thu Jan 8 11:41:02 CET 2009


Hi,

I seem to be having problems with restarting (i.e. using SAV files) the model run with 25 km resolution with the recommended modifications  in nidge.F and param.F. Will appreciate your help.

With my best regards,

Simon Krichak, Principal Research Scientist,
Dept. of Geophysics and Planetary Sciences,
Faculty of Exact Sciences,Tel Aviv University,
Ramat Aviv, 69978, Tel Aviv, Israel, 
e-mail: shimon at cyclone.tau.ac.il,
Fax:+972-3-6409282, Tel: +972-3-6405694



Plese see the outprint below.


 dt, dtau =    120.000000000000        15.0000000000000
   30.0000000000000
0 linearization about standard atmosphere (lstand=.t.)
0sigmaf      0.00      5.000E-02  0.100      0.160      0.230      0.310      0.
390      0.470      0.550      0.630      0.710
           0.780      0.840      0.890      0.930      0.960      0.980      0.9
90       1.00
0t mean      218.       218.       218.       222.       233.       242.       2
50.       256.       263.       268.       273.
            277.       280.       283.       285.       286.       287.       28
7.
0ps mean     100.ps mean     100.
0 vertical mode problem completed for kx= 18     0 errors detected   (should be
0)
 m, fac =            4   13.3333333333333
 m, fac =            2   24.0000000000000
 Writing output files in direct access format

 ******* OPENING NEW OUTPUT FILES:  1960020100
 OPENING NEW OUT FILE: output/ATM.1960020100
 OPENING NEW BAT FILE: output/SRF.1960020100
     at day =   31.0063, ktau =      44650 :  1st, 2nd time deriv of ps =  NaN
       NaN        ,  no. of points w/convection =       3
     at day =   31.0410, ktau =      44700 :  1st, 2nd time deriv of ps =  NaN
       NaN        ,  no. of points w/convection =       0
     at day =   31.0757, ktau =      44750 :  1st, 2nd time deriv of ps =  NaN
       NaN        ,  no. of points w/convection =       0
     at day =   31.1104, ktau =      44800 :  1st, 2nd time deriv of ps =  NaN 
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