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)
125
The annual sea level maxima in Gdańsk varied
from 570 cm (as in the definition - for Gdańsk the
alarm level was 570 cm, although the lowest value
of the annual sea level maxima is 557 cm) to 644 cm
and the most frequent were values ranging between
590 and 600 cm in 1955-2008 (intervals are left-
closed). In 1955-1981 period the most frequent were
the peak values of the annual sea level maxima rang-
ing between 600 and 610 cm (22%), then followed
the values between 560 and 600 cm (the same val-
ues). The maximal values of the sea level ranged be-
tween 630 and 640 cm. In 1982-2008 the frequen-
cies of the annual sea level maxima have been
shifted to the higher values. However, the most fre-
quent were the peak values between 590 and 600
cm, but the maximal annual sea level was in the
higher range of 640-650 cm.
The frequency distribution of the annual sea level
maxima (for 10 cm intervals) in Świnoujście within
two periods - of 1955-1981 and of 1982-2008 is
shown in the Figures 3. The distribution of the sea
level maxima in Świnoujście differs from that of
Gdańsk, but the frequencies of the annual sea level
maxima in 1982-2008 haves been shifted also to the
higher values.
Figure 3. Frequency distribution of annual sea level maxima
(for 10 cm intervals, e.g. 550-559 ect.), Świnoujście, 1955-
1981 and 1982-2008
In Świnoujście the annual sea level maxima var-
ied from 580 cm (as in the definition - for
Świnoujście the alarm level was 580 cm) to 669 cm,
and in 1955-2008, maximum was between 580-590
cm (intervals are left-closed). Thus the maximal an-
nual values of sea level were shifted from a range of
630-640 cm to 660-670 cm. Distribution of the an-
nual mean sea level (frequencies) indicates also an
increase in their amount in a last period and trend of
changes is also growing.
On base these of results one can ascertain, that in
nearest period threat of storm surges on sea-coast
will grow, what will influence on necessity of more
precise forecasts and of information on theme of
storm surges, flooding and coastal erosion hazard.
2.1 Storm surges indicator for the Polish coast
Proper classification is in terms of conditions of
storm surges occurrence, gives the opportunity to
compare and assess the risks of different and often
separated areas. The storm surges indicator ”W” in-
dicator has been worked out to satisfy researches on
climate, weather forecasting, navigation and sea
ports operation planning. General aim is the devel-
opment of innovative methods for mitigation of haz-
ard in the context of increasing storminess and sea
level rise. In addition, the research works were
aimed at assessment of the storm surges threat to
various water areas of the Polish Baltic coastal zone
and correlativeness of the regional indicators and
climate variability. The appropriate classification of
regions in respect of surge occurrence conditions of-
fers a possibility of comparison and assessment of
the threat to differential, located often at quite a dis-
tance apart water areas and in future, a possibility of
seasonal storm surges forecasting.
There has been preformed identification of fac-
tors, conditioning and determining storm surges oc-
currence at the Polish sea coast. The meteorological
and hydrological factors have been indicated, analy-
sis of the selected parameters carried out. There has
been examined correlativeness of the maximal surge
height and other parameters and magnitudes: atmos-
pheric circulation, atmospheric pressure, wind veloc-
ity and direction, differences in water and air tem-
peratures, also the mean monthly temperature of air
within the specific years of the period in question in
Świnoujście. The obtained considerable values of
the correlation coefficients were used to select the
parameters conditioning a storm surge size. On such
a basis the concept of the storm surges indicator
“W” has been worked out.
2.1.1 Storm surges indicator “W”
The indicator “W” is related to the number of storm
surges observed at stations in the particular region
and the maximal wind velocity and the maximal sea
level occurring in a time of the same storm surge.
The storm surges indicator “W” comprises the pa-
rameters specified below; thus:
where i = number of observing storm surges in
month, year or season; V = maximal wind velocity
[m/s] observed within a time of a singular surge; H =
maximal high of sea level [m] within a time of a sin-
gular surge; and 0.1 = numerical coefficient [m/s
2
].
Thus; the storm surges indicator ”W” is used to
compare a threat with storm to different areas. It also
displays a potential risk which may occur in circum-
stances of changing the meteorological conditions –