Stuart vortices on a hyperbolic sphere

초록

This study investigates the vortical Stuart solution of the inviscid incompressible 2D fluid flow on the surface of a hyperbolic sphere with a constant negative curvature. The cases of bilinear and polynomial functions and their composites are analyzed and illustrated in detail. Similarities and differences with the planar and the spherical cases are explained. The limiting solution in terms of the point vortex flow is also interpreted.

키워드