Stability and exact coherent structures of the asymptotic suction boundary layer with temperature gradient
Stefan Zammert, Bruno Eckhardt
Session: Instability and Transition 3
Session starts: Wednesday 26 August, 10:30
Presentation starts: 11:00
Room: Room A
Stefan Zammert (Philipps-Universität Marburg)
Bruno Eckhardt (Philipps-Universität Marburg)
The asymptotic suction boundary layer with a temperature gradient
is a good point of entry to study the dynamics of thermal boundary layers by means of dynamical systems theory. The laminar flow without heating is parallel and its properties have been studied before.
We add a temperature difference between the bottom plate and the free stream flow, and
study the stability in dependence on Reynolds, Rayleigh and Prandtl number. In marked contrast to
the usual Rayleigh-B\'enard problem, the onset of convection is subcritical.
Tracking secondary bifurcations we identify time-periodic, spanwise, and doubly-localized
exact coherent states for this flow.