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Fourth Study Conference on BALTEX Scala Cinema Gudhjem

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- 41 -<br />

The Marine Boundary Layer – New Findings from the Östergarnsholm<br />

Air-Sea Interacti<strong>on</strong> Site in the Baltic Sea<br />

Ann-Sofi Smedman and Ulf Högström<br />

Department of Earth Sciences, Meteorology, Uppsala University, Villavaegen 16, 75236 Uppsala, Sweden<br />

Email: annsofi@big.met.uu.se<br />

1. Site and measurements<br />

Östergarnsholm is situated 4 km east of the big island<br />

Gotland (see Figure 1). It is a low island with no trees. In<br />

spring 1995 a 30 m tower was erected at the southernmost<br />

tip of the island. The base of the tower is situated at just<br />

about 1 m above mean sea level, the actual sea level<br />

varying within about ± half a meter of that (actual sea<br />

level is gauged at the coast of Gotland). The distance from<br />

the tower to the shoreline in calm c<strong>on</strong>diti<strong>on</strong>s is <strong>on</strong>ly a few<br />

tens of meters in the sector from northeast over south to<br />

southwest. The slope of the sea floor outside<br />

Östergarnsholm is about 1:30 at 500 m from the shore.<br />

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Figure 1. Experimental site <strong>on</strong> Östergarnsholm (‘Tower’)<br />

and the locati<strong>on</strong> for the wave buoy.<br />

At about 10 km from the peninsula the depth is 50 m,<br />

reaching below 100 m further out. The approximate sector<br />

100-220 o is characterized by more than 150 km undisturbed<br />

upwind over water fetch. At 4 km southeast of the tower a<br />

3D Waverider Buoy (run and owned by Dr. Kimmo<br />

Kahma, the Finnish Institute of Marine Research, FIMR,<br />

Helsinki, Finland) is anchored in 40 m deep water. Wave<br />

data is recorded <strong>on</strong>ce an hour. The directi<strong>on</strong>al spectrum is<br />

calculated from 1600 s of data <strong>on</strong>board the buoy.<br />

The Östergarnsholm tower is instrumented with Solent R2<br />

s<strong>on</strong>ic anemometers at 9, 17 and 25 m above the tower base,<br />

the signals being recorded at 20 Hz. Slow resp<strong>on</strong>se<br />

(‘profile’) sensors for wind speed and directi<strong>on</strong> and<br />

temperature (sampling rate 1 Hz) are mounted <strong>on</strong> five<br />

levels between 7 and 29 m above the tower base. Rapid<br />

humidity and CO2 fluctuati<strong>on</strong>s are recorded with an openpath<br />

instrument, at 10 m.<br />

A fundamental methodological questi<strong>on</strong> is related to the<br />

general validity of the Östergarnsholm data in representing<br />

open ocean c<strong>on</strong>diti<strong>on</strong>s. A method was developed to identify<br />

the effective upwind ‘footprint area’ for the turbulent flux<br />

measured at each of the three heights <strong>on</strong> the tower.<br />

From a map of the bottom topography around<br />

Östergarnsholm it was possible to calculate the water depth<br />

and hence, with the dispersi<strong>on</strong> relati<strong>on</strong> for shallow water<br />

waves, the phase speed of the dominating waves of the<br />

‘footprint area’ and to derive a weighted phase speed<br />

average over the effective ‘footprint’ for any incident wave<br />

field.<br />

Our results so far str<strong>on</strong>gly corroborate the c<strong>on</strong>clusi<strong>on</strong> that<br />

the measurements at Östergarnsholm within the<br />

undisturbed wind directi<strong>on</strong> sector are in close agreement<br />

with results obtained during many measurements in the<br />

open ocean for young waves (see below).<br />

2. Results<br />

The Östergarnsholm air-sea interacti<strong>on</strong> research project has<br />

led to fundamentally new understanding of the marine<br />

atmospheric boundary layer, MABL, and the exchange<br />

process at the surface of the ocean:<br />

1. The MABL is very much influenced by the state<br />

of the sea<br />

2. For growing sea (young waves) travelling slower<br />

than the wind, the turbulence structure in the<br />

MABL resembles the boundary layer over land<br />

3. As so<strong>on</strong> as some waves are travelling faster than<br />

the wind, mature sea or mixed sea, the MABL<br />

starts to deviate from the boundary layer (BL)<br />

over land<br />

4. For swell c<strong>on</strong>diti<strong>on</strong>s when l<strong>on</strong>g waves travelling<br />

faster than the wind dominate, the MABL is quite<br />

different from the BL over land.<br />

3. Basic characterizati<strong>on</strong> of the state of the MABL and<br />

the characteristics of the neutral MABL.<br />

It is clear from the analysis that M<strong>on</strong>in-Obukhov similarity<br />

theory (MO theory) is not always valid in the MABL.<br />

As discussed later, the M-O parameter z/L is found to be a<br />

complicated mixture of stability in a proper sense and wave<br />

influences in the MABL<br />

As a basic criteri<strong>on</strong> of atmospheric stability, we therefore<br />

simply adopted the sign of the flux of virtual potential<br />

temperature at the surface in Smedman et al. (2003) and<br />

other papers. For neutrality we adopted in that paper the<br />

criteri<strong>on</strong> that the magnitude of the heat flux is below a<br />

certain limit and wind speed above some chosen value.<br />

Analysis of that data subset revealed c<strong>on</strong>vincingly that<br />

neutrality is not a sufficient criteri<strong>on</strong> for a logarithmic wind<br />

law to ensure. The governing factor turned out to be the<br />

relative amount of l<strong>on</strong>g waves in the wave spectrum.<br />

Therefore, we introduced the parameter E1/E 2, where E 1 is<br />

the energy of waves travelling faster than the wind at 10 m<br />

height, U10, and E 2 the corresp<strong>on</strong>ding energy of waves<br />

travelling slower than U 10. It was shown that the E 2<br />

comp<strong>on</strong>ent of the wave field is a str<strong>on</strong>g functi<strong>on</strong> of U10,<br />

whereas E 1 is unrelated to the local wind. A true<br />

logarithmic wind law ensues <strong>on</strong>ly for E1/E 2 < 0.05.

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