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A Lagrangian-trajectory study of a gradually mixed ... - Kristofer Döös

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1814<br />

B.F. Jönsson et al. / Continental Shelf Research 31 (2011) 1811–1817<br />

1990<br />

50<br />

Year<br />

1985<br />

Depth (m)<br />

100<br />

1981<br />

150<br />

0% 50%<br />

Particles orginating from Neva<br />

100%<br />

24°E 26°E<br />

28°E<br />

24°E 26°E<br />

28°E<br />

0% 50%<br />

Particles orginating from Neva<br />

100%<br />

Fig. 3. Hovmøller diagram showing the time-evolution <strong>of</strong> the mixing between the<br />

water masses from the river Neva (red) and those originating from the Baltic<br />

Proper (blue) following a longitudinal transect through the Gulf <strong>of</strong> Finland. (For<br />

interpretation <strong>of</strong> the references to color in this figure legend, the reader is referred<br />

to the web version <strong>of</strong> this article.)<br />

Mixingfront Location<br />

River Discharge m 3 /s<br />

28˚E<br />

27˚E<br />

3000<br />

2000<br />

0<br />

1 2 3 4 5 6 7 8 9 10 11 12 13<br />

Time (Years)<br />

Fig. 4. Diagram showing the evolution in time <strong>of</strong> the location <strong>of</strong> the zone <strong>of</strong><br />

maximum mixing in the Gulf <strong>of</strong> Finland (heavy black line), the Neva freshwater<br />

discharge (dotted line), and the observed wind at the representative Landsort<br />

meteorological station south <strong>of</strong> Stockholm in Sweden (thin black line).<br />

established after an initial adjustment period <strong>of</strong> approximately<br />

one year.<br />

The most pronounced mixing between the water-masses from<br />

the Baltic Proper and the river Neva can be expected to take place<br />

in a zone encompassing the maximal gradient between the two<br />

water-masses. From Fig. 3, this zone is seen to vary somewhat in<br />

position as well as extent, although no systematic tendencies are<br />

visible. The two most likely ‘‘suspects’’ when attempting to assign<br />

responsibility for these irregularities are the variations <strong>of</strong> the<br />

freshwater input from the Neva and the longer-term properties <strong>of</strong><br />

the overall wind conditions characterizing the Baltic region. Fig. 4<br />

thus shows the evolution in time <strong>of</strong> the position <strong>of</strong> the mixing<br />

zone (taken to coincide with the maximum gradient in Fig. 3), the<br />

Neva freshwater discharge, and the observed wind at the Landsort<br />

meteorological station south <strong>of</strong> Stockholm in Sweden (known to<br />

be representative <strong>of</strong> the larger-scale conditions affecting the<br />

10<br />

8<br />

6<br />

Wind m/s<br />

Fig. 5. Diagram showing the time-average (1980–1994) <strong>of</strong> the mixing between<br />

waters from the river Neva (red) and those from the Baltic Proper (blue) following<br />

a transect along the Gulf <strong>of</strong> Finland. (For interpretation <strong>of</strong> the references to color in<br />

this figure legend, the reader is referred to the web version <strong>of</strong> this article.)<br />

Baltic). From this diagram it is appears as though, in contrast to<br />

commonly held prejudices, the river discharge does not play a<br />

major role. Consistent with results due to Elken et al. (2003), the<br />

wind regime, however, tends to demonstrate the same temporal<br />

scales <strong>of</strong> variability as does the location <strong>of</strong> the mixing zone.<br />

Although the present results do not show any pronounced<br />

correlations, it is relevant to underline that a previous <strong>study</strong> has<br />

suggested that the Baltic system may be quite sensitive to longterm<br />

changes <strong>of</strong> the westerly winds (Meier and Kauker, 2003).<br />

These questions, nevertheless, remain an unresolved issue and<br />

further studies are needed.<br />

Even if the mixing zone tends to wander somewhat, this<br />

feature appears to be comparatively well-localized, with the<br />

water masses originating from the Neva and the Baltic Proper<br />

mainly mixing in a rather narrow zone, most frequently located<br />

somewhere between 271E and 291E. The fact that this mixing<br />

takes place comparatively close to the exit <strong>of</strong> the Neva also<br />

indicates the predominance <strong>of</strong> Baltic water in the largest part <strong>of</strong><br />

the Gulf, a state <strong>of</strong> affairs that is easily verified on the basis <strong>of</strong><br />

salinity records from the area (Jurva, 1951).<br />

In Fig. 5, the laterally averaged distribution ranging from 0 to<br />

1 dealt with above is instead represented as a time-mean over the<br />

entire period from 1980 to 1994. This diagram confirms the<br />

picture <strong>of</strong> a stable sloping mixing zone located in the inner part<br />

<strong>of</strong> the Gulf. To gain an appreciation <strong>of</strong> one <strong>of</strong> the advantages <strong>of</strong> the<br />

<strong>Lagrangian</strong> formalism, it is <strong>of</strong> considerable interest to compare<br />

the results in Fig. 5 with the salinity section in Fig. 2, where the<br />

isohaline configuration only gives weak indications <strong>of</strong> where the<br />

mixing actually takes place. Analogously Fig. 5 does not do justice<br />

to the salinity distribution shown in Fig. 2. The Baltic surface<br />

waters entering the Gulf over the Hanko–Hiumaa transect have<br />

comparatively low salinities and in fact give rise to a haline<br />

stratification very similar to that visible in the RCO-modeled<br />

salinity section shown in Fig. 2.<br />

4. Large-scale circulation<br />

In a broader oceanographical context, the overall circulation in<br />

the Gulf <strong>of</strong> Finland is also <strong>of</strong> interest. A convenient way (Blanke<br />

et al., 1999) <strong>of</strong> representing the long-term circulation <strong>of</strong> an<br />

estuary is to use a <strong>Lagrangian</strong> stream-function, which is calculated<br />

by summing over selected trajectories describing water<br />

pathways <strong>of</strong> particular interest. Hereby one can isolate the

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