On the asymptotic behaviour of the Adem Thermodynamic Model for the ocean temperature prediction

TOMÁS MORALES ALCOTZI, JULIAN ADEM

Abstract

The asymptotic behaviour of Adem's model is analyzed as a function of the external forcing and the dissipation coefficient. The existence of a bounded attracting set of the sea surface temperature anomalies in a neighborhood of zero is proved. It is shown that the perturbation solution decays exponentially to zero, under a certain condition. The decay rate depends on the external forcing and the turbulent coefficient.

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