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 2: Stability and numerical analysis: Lax equivalence principle Abstract: Consistent approximation. A priori estimates and stability. Asymptotic limit of consistent approximations. Generalized solutions – weak, measure–valued and beyond. Lax equivalence principle in the context of nonlinear problems. Convergence of consistent approximations. 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 |