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PDE's and Asymptotics for the Tropical Troposphere
Student-Run Research| Speaker: | Joe Biello, UC Davis |
| Location: | 2112 MSB |
| Start time: | Wed, May 23 2007, 12:10PM |
Description
I will give an overview of some of the non-linear wave
phenomena that occur
on the largest length scales in the tropical troposphere - i.e. the
weather layer of the atmosphere near the equator which is strongly
forced by water condensation. There are two important asymptotic
regimes. In the first, we have discovered a new, multi-scale, nonlinear
models for an organized weather phenomenon called the Madden-Julian
oscillation. In the second, we have derived a new set of non-linearly
coupled, dispersive PDEs which describe the exchange of energy between
the tropics and middle-latitudes. This theory elucidates an crucial
phenomenon necessary for improving 2 week weather forecasting in the
mid-latitudes (i.e. over the continental U.S.). I will also discuss
interesting, open questions which have been spawned by this research.
