Date:	Wed, February 22, 2017
Time:	11:15
Place:	Research I Seminar Room

Abstract: We consider the rotating shallow water equations in an unbounded domain damped by diffusion and driven by linear terms. Our interest lies in the effect of damping and driving on the linear waves and we find various possibilities for finite wave number instabilities. We even can prove the bifurcation of nonlinear waves as parameters vary.