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Titlebook: Topographic Waves in Channels and Lakes on the f-Plane; Thomas Stocker,Kolumban Hutter Textbook 1987 Springer-Verlag Berlin Heidelberg 198

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Introduction,show pronounced oscillations with a characteristic period of a few days. The existence of such long periodic oscillations in a rotating circular basin with a parabolic depth profile was pointed out by Poincaré in 1910, and the first explicit solution for these topographic waves (also called second c
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Topographic waves in infinite channels,sing the model equations (4.9) and follow Stocker & Hutter (1986a) with additions from Stocker & Hutter (1985). In section 5.5 solutions obtained with analytical and numerical finite difference techniques (Gratton, 1983, Gratton & LeBlond, 1986, Bäuerle, 1986) will be investigated. Finally section 5
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Topographic waves in rectangular basins,ins were found; among these were the conspicuous structure of the lowest modes (linear and quadratic Ball-mode), the counterclockwise phase propagation, the rotation of the velocity vectors, to name a few. In special cases these models allowed satisfactory interpretation of long-periodic phenomena i
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,Review and outlook: Restrictions of this study — A list of unsolved problems,losed basins. As mentioned in the preface, we claim to have achieved a considerable advancement in the understanding of these waves. In particular, it was demonstrated that, besides the free travelling waves, the topographic wave equation admits bound states. These states consist of wave activity wh
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