Weak stablity and closure in turbulence
Camillo De Lellis, La'szlo' Sze'kelyhidi Jr
TL;DR
This paper surveys recent mathematical results on incompressible fluid dynamics equations, emphasizing themes that could enhance understanding of phenomena in fully developed turbulence.
Contribution
It synthesizes recent advances in mathematical turbulence theory, highlighting potential insights into turbulence phenomena.
Findings
Identification of common themes in recent mathematical results
Potential implications for understanding turbulence phenomena
Bridging mathematical theory and turbulence observations
Abstract
We survey recent results in the mathematical literature on the equations of incompressible fluid dynamics, highlighting common themes and how they might contribute to the understanding of some phenomena in the theory of fully developed turbulence.
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Taxonomy
TopicsNavier-Stokes equation solutions · Fluid Dynamics and Turbulent Flows · Stability and Controllability of Differential Equations