Asymptotic properties of solutions to equations of fluid dynamics
A talk in the CRC Block Course series by
Eduard Feireisl
| Abstract: | Course abstract: The goal of this lecture series is to give an overview of some recent results and new directions in continuum fluid dynamics. After a brief introduction of the basic system of balance laws, we focus on two iconic examples: The Navier–Stokes(–Fourier) system describing the motion of a general compressible viscous and heat conducting fluid, and the Euler system describing the motion of a perfect fluid, where dissipation effects are neglected. Lecture 4: Asymptotic behaviour of solutions for large time Abstract: Long time behavior of solutions of the Euler system. Semigroup selection and admissibility criteria. Statistical solutions. Long time behavior of the Navier–Stokes system, asymptotic compactness and attractors. You can find the course's PDFs here: http://www.math.cas.cz/homepage/main_page.php?id_membre=37&id_menu=4&id_submenu=13 Join the Zoom meeting: Meeting ID: 951 8289 5697 Passcode: 237029 |