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scostep 2010 (stp12) - Leibniz-Institut für Atmosphärenphysik an der ...

scostep 2010 (stp12) - Leibniz-Institut für Atmosphärenphysik an der ...

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STP12 Abstracts<br />

Berlin, 12 - 16 July <strong>2010</strong><br />

SCOSTEP Symposium <strong>2010</strong><br />

Nonlinear Interactions between Solar Tides<br />

Kessemeier Thomas , Achatz Ulrich<br />

<strong>Institut</strong> <strong>für</strong> Atmosphäre und Umwelt<br />

Atmospheric solar tides are large-scale waves driven by the absorption of solar radiation,<br />

mainly due to water vapour <strong>an</strong>d ozone, in the troposphere <strong>an</strong>d stratosphere. Because tidal<br />

amplitudes increase inversely proportional to the square root of densitiy, tides play a major<br />

role in the dynamics of the mesosphere/lower thermosphere region.<br />

In the present work a linearised primitive equation model is used to describe the tidal signal.<br />

We take a linear regression approach for determining optimal profiles of Rayleigh friction,<br />

newtoni<strong>an</strong> cooling <strong>an</strong>d horizontal diffusion to account for interactions with small-scale<br />

structures, mainly gravity waves, which c<strong>an</strong>not be resolved by our model. The nonlinear<br />

interaction between stationary pl<strong>an</strong>etary waves <strong>an</strong>d solar tides is also included. The amplitude<br />

<strong>an</strong>d phase structure of the diurnal tide is shown to be reproduced in accord<strong>an</strong>ce with the stateof-the-art<br />

general circulation model HAMMONIA if we take the imaginary parts of Rayleigh<br />

friction <strong>an</strong>d newtoni<strong>an</strong> cooling into consi<strong>der</strong>ation. The results for the diurnal tide are shown to<br />

be further improved by adding a forcing term to the linear model that contains nonlinear<br />

contributions to the diurnal signal from the semidiurnal <strong>an</strong>d terdiurnal tides. The <strong>an</strong>nual cycle<br />

for the diurnal tide will be discussed with <strong>an</strong> emphasis on the role of gravity wave-tidal <strong>an</strong>d<br />

tidal-tidal interactions.

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