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| + | =====Advanced Atmospheric Dynamics===== | ||
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| + | **Lecture: | ||
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| + | |Wednesday|10-12 | A248| | ||
| + | |Thursday|12-14 | A248| | ||
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| + | **Excercises: | ||
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| + | |Wednesday|12-14 | A248| | ||
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| + | ** Goal of lecture** | ||
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| + | This course offers an advanced treatment of the dynamics of the midlatitude atmosphere, emphasising | ||
| + | the use of conserved quantities such as potential vorticity to gain insight into the behaviour of | ||
| + | the complex dynamical system that is the earth' | ||
| + | |||
| + | **Course Content** | ||
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| + | 1. Equations of motion and the quasi-geostrophic approximation\\ | ||
| + | 2. Balanced flow and potential vorticity\\ | ||
| + | 3. Time-evolution and secondary circulation\\ | ||
| + | 4. Rossby waves and baroclinic instability\\ | ||
| + | 5. Turbulence and predictability \\ | ||
| + | | | ||
| + | **References** | ||
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| + | General Reference: \\ Vallis, G.K., Atmospheric and oceanic fluid dynamics (Cambridge University Press) | ||
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| + | Simple treatment with lots of physical examples:\\ [[http:// | ||
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| + | Supplementary material, emphasising links to theoretical physics: \\ Salmon, R., Lectures on geophysical fluid dynamics (Oxford University Press) | ||
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| + | Supplementary material, emphasising mathematical rigour:\\ Majda, A., Introduction to PDEs and waves for the atmosphere and ocean (American Mathematical Society) | ||
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| + | German language:\\ Etling, D., Theoretische Meteorologie: | ||
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| + | **Lexture Notes** | ||
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| + | |A first draft of a script is available. Warning: there are still many errors! | | ||
| + | [[http:// | ||
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| + | |Papers referred to in lectures | | ||
| + | [[http:// | ||
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| + | [[http:// | ||
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| + | |Slides used in lectures | | ||
| + | [[http:// | ||
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| + | [[http:// | ||
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