Exciting basins with time- and space-dependent potential -
keyword SLOPE
Run BALTIC - Free Oscillations, 46 tides possible but switched
off.
/*
¶m
idttep=1 Compute TGP at every time step
dt_fixed=90.0 90 s fixed time step
etd_slope_opt(1)='N:1.0,84.0,400.0,2.0' A very wide slope, wavelength 400 grid units, cutoff radius twide as wide
etd_slope_opt(2)='E:1.0,95.0,400.0,2.0' ... the amplitude could by increased (don't forget higher watchdog thresholds).
etd_slope_opt(3)='T:3.,33.,0.25' ... start at hour 3.0, continue for 33 hours, sine period 33/0.25 hours long
(i.e. the slope is suddenly removed)
More examples
Greensf='mc00egbc'
Gpath='/home/hgs/Oload/Greenstb/] '
ctide='M2 ' S2 would be o.k. too; however, it's not important since we prescribe the time step.
tide='M2'
tideh=' '
qtake_all=.true., qtake(1)=.true. All tides are included (we'll switch all off, doesn't work with qtake)
nrcyc=2 Two major cycles (implies two more namelist blocks will be input).
cycwb=2 Array output will start from cycle 2
nsol=-1 Auto number the solutions
iusap=11 File unit for TGP input
tstep=0.6 Sub-criticality of time step (not in effect here)
nvu=46 Max number of tides to input for TGP and AB
gef=1.00 Effective gravity value: full force
slp=0.02 SAL parameter
nonlin=0 Completely linear equations.
path='./BALTIC/]'
imon=30
jmon=21
itgra=10 Graphic display interval for Elevation
range=1.6 ... data range
hmin=1.0 Wet nodes with shallower depth are clipped at 1 m.
Fricp=0.0, 0.0, 0.0, 0.0 No friction at all.
n_ramp=100,n_hold_damp=0,n_close_damp=101
geocxyz=.true. Eval-loading site coordinate type
qfb=.false. Free active boundary if .true. (remove currents, apply elevation)
qspeca=.false.
ispeca=23,44,26,47
pspeca(1)=.1, pspeca(2)=.5, pspeca(3)=200.
qbt=.false. No tides on active boundary
qlt=.false. No excitation by body tides
start_date=2010,10,1, start_time=0,0,0,0
bark_wd=3., bite_wd=10., qpoint_wd=.true. These figures are rather low
samp_int_tgg=1800.0 not too sparse output, Nyquist should'nt be near suspected mode frequencies
samp_int_evl=1800.0
&end
31 < BALTIC/FLZUb.DAT
32 < BALTIC/FLMH.DAT
33 < BALTIC/ABOUND.DAT
03 * BALTIC/d1.dmp
Q
8
Ringhals 30 47
StPeters 156 97
Haparand 100 171
Gavle 69 100
Stockhlm 82 88
Kiel 11 17
Gdansk 77 13
Mariehmn 89 91
8, -1, -1
Ringhals 30 47
StPeters 156 97
Haparand 100 171
Gavle 69 100
Stockhlm 82 88
Kiel 11 17
Gdansk 77 13
Mariehmn 89 91
1, -1, -1
ONSALA 7205 3370658.676 711877.029 5349786.868
02 < BALTIC/dmp1.dat
41 < BALTIC/M2v4xt.dat
42 < BALTIC/M4v4xt.dat
75 B BALTIC/tgg-sAll.daf No other output at present but tide gauges and "potential sensors".
76 B BALTIC/tgp-sAll.daf (later we'll use the _EL_OUT feature)
65 B BALTIC/evlv-sAll.daf
66 B BALTIC/evlv-sAll.daf
67 B BALTIC/evlv-sAll.daf
Q
Namelist for the start-up cycle:
¶m
idttep=1
iutgg=75
iuevl=65
iutgp=76
nsver=500
jsver=0
Fricp=0.0, 0.0, 0.0, 0.e0
nonlin=0
Gra_Opt='Y'
phacut=0.
qspeca=.false.
qmyprc=.false.
kcyc=200 Integration time, in periods of the M2 here.
qadj_tend=.false. ... Don't adjust kcyc; the M2 is not interesting here.
&end
¶m
idttep=1
iutgg=75
iuevl=65
nsver=0
jsver=0
Fricp=0.0, 0.0, 0.0, 0.0
nonlin=0
Gra_Opt='Y'
kcyc=500
qadj_tend=.false.
&end
EXAMPLES:
1. Forcing the Bay of Bothnia, files named -BBaySlope
etd_slope_opt(1)='N:1.0,146.0,50.0,1.0'
etd_slope_opt(2)='E:0.1,103.0,30.0,1.0'
etd_slope_opt(3)='T:3.,33.,0.25'
Plot the results (time series and periodograms) using
plot-tgg -t 336- BALTIC/tgg-BBaySlope.daf
2. Forcing the Bay of Kiel, files named -KielSlope
etd_slope_opt(1)='N:1.0,10.0,30.0,1.0'
etd_slope_opt(2)='E:1.0,10.0,30.0,1.0'
etd_slope_opt(3)='T:3.,33.,0.25'
3. Forcing the Bay of Finland, files named -GoFSlope
etd_slope_opt(1)='N:1.0,92.0,30.0,1.0'
etd_slope_opt(2)='E:1.0,156.0,50.0,1.0'
etd_slope_opt(3)='T:3.,33.,0.25'
Gulf of Riga, GoRSplash ? Slope?