Dissipation and Mixing: From Turbulent Flows to Weak Solutions - Lecture 2
Offered By: International Centre for Theoretical Sciences via YouTube
Course Description
Overview
Explore the second lecture in a series on dissipation and mixing in fluid dynamics, delivered by László Székelyhidi at the International Centre for Theoretical Sciences. Delve into the connections between turbulent flows and weak solutions of fluid equations, building upon the foundations laid in the first lecture. Examine advanced concepts in statistical hydrodynamics, including Onsager's conjecture on energy conservation thresholds in Euler equations. Investigate recent breakthroughs in fluid mechanics, such as the proof of Onsager's conjecture for Hölder spaces and the existence of multiple weak solutions for Navier-Stokes equations. Gain insights into cutting-edge research topics like intermittent constructions, H^{1/2} weak solutions for 3D Euler equations, and stochastic convex integration methods. Suitable for PhD students, postdocs, and faculty members working on mathematical aspects of fluid flow equations, this lecture is part of a comprehensive program aimed at fostering discussions and idea exchanges among leading researchers in the field.
Syllabus
Dissipation and Mixing: From Turbulent Flows to Weak Solutions (Lecture 2) by László Székelyhidi
Taught by
International Centre for Theoretical Sciences
Related Courses
Energy, the Environment, and Our FuturePennsylvania State University via Coursera Physics 1 for Physical Science Majors
University of Colorado Boulder via Coursera Introduction to Thermodynamics: Transferring Energy from Here to There
University of Michigan via Coursera Sustainability in Everyday Life
Chalmers University of Technology via edX Análise do Movimento
Universidade Estadual de Campinas via Coursera