Attractor bifurcation in Rayleigh Benard convection of micropolar fluid
- Speaker(s)
- Piotr Kalita (UJ)
- Date
- Dec. 17, 2015, 12:30 p.m.
- Room
- room 4060
- Seminar
- Seminar of Mathematical Physics Equations Group
In my talk I will present the results on the dependance of the attractor
for the two-dimensional Rayleigh Benard convection of micropolar fluid
on the Rayleigh number. I will present the proof of the existence
of the critical Rayleigh number below which the pure convection
is globally asymptotically stable and above which there exists the nontrivial attractor
for the two-dimensional Rayleigh Benard convection of micropolar fluid
on the Rayleigh number. I will present the proof of the existence
of the critical Rayleigh number below which the pure convection
is globally asymptotically stable and above which there exists the nontrivial attractor