Ocean Dynamics
Ô Springer
Number
60°N
58°N
56°N
54°N
52°N
50°N
60°N
58°N
56°N
54°N
52°N
50°N
SST on 20140814+01 h
Min
Max
60°N
58°N
56°N
54° N
52°N
50°N
3°W 0° 3°E 6°E 9°E 12°E
3°W 0° 3°E 6°E 9°E 12°E
3°W 0° 3°E 6°E 9°E 12°E
3°W 0° 3°E 6°E 9°E 12°E 3°W 0° 3°E 6°E 9°E 12°E 3°W 0° 3°E 6°E 9°E 12°E
Fig. 2 Example showing the number of forecasts per grid cell (a), ensemble minimum (b) and ensemble maximum (c), standard deviation (d), MME
mean (e), and MME median (f) of SST 01-h forecast in the North Sea
58°N
58°N
58°N
56°N
56°N
56° N
54°N
54°N
54° N
52°N
52°N
52°N
50°N
50°N
50°N
60°N
Stdev
60°N
Mean
60°N
Median
FCOOGETM has similar large distances. However, the high
uncertainty in the a velocity between 01 and 06 h of the fore
cast is not obvious in the PVDs. Differences in SSC possibly
occur due to the different boundary conditions of the models
with varying tidal constituents and resolutions. The large dif
ference between BSHHBM and BSHCMOD might also be
due to different turbulence schemes in the models which pos
sibly have an effect on the surface currents, in Fig. 5, some
examples of PVDs with various structures on different days
are shown.
Depending on the variations in time series, the resulting
PVDs exhibit smaller or larger differences also depending
on the region (Fig. 5). In the upper Baltic Sea, i.e., Bothnian
Sea (Tr53) or Gulf of Finland (Tr44), the tidal signal is quite
low and SSC are mainly dominated by the wind or inertial
currents. Trl3 displays a pattern in a tidally dominated region.
Variations in PVD patterns occur due to differences in phase,
current direction, and strength. As mentioned above,
differences in boundary conditions and especially tidal con
stituents of the models might cause the differences in current
patterns. Although mostly current forecasts in the upper 5-m
mean are used for the MME, the different layer thicknesses of
the original models might still have an impact on the strength
and direction of the currents.
The hourly figures showing the MME of SSC, accompa
nied by some statistics, are only created for the first 24 h of
the whole forecast period. The example shown in Fig. 6 dis
plays a forecast close to a storm event over the North Sea.
Mean and standard deviation are highest close to the eastern
coast of Great Britain and in the English Channel. This pat
tern is also reflected in the difference-to-standard-deviation
ratio. The stability of the MME is very low in the regions
where the current strength is also low (blue areas in MME
mean), and high angular differences between the MME mean
and the MyOcean product occur. For this storm event, the
values in high angular difference are related to weak currents