The Euler and Navier-Stokes equations form the cornerstone of fluid dynamics, governing the motion of fluids under a wide range of conditions.

For more than 250 years, mathematicians have wondered if the Euler equations might sometimes fail to describe a fluid’s flow. Now there’s a breakthrough.

Intermittent Convex Integration for the 3D Euler Equations. Purdue author. Matthew Novack. Authors. Tristan Buckmaster, Nader Masmoudi, Matthew Novack, Vlad Vicol. Publisher. Princeton University ...

Researchers have spent centuries looking for a scenario in which the Euler fluid equations fail. Now a mathematician has finally found one. Mathematicians have suspected for years that under specific ...

Computer Proof ‘Blows Up’ Centuries-Old Fluid Equations. fluid dynamics. Computer Proof ‘Blows Up’ Centuries-Old Fluid Equations ... For more than 250 years, mathematicians have wondered if the Euler ...

Dr. Alejandro Sarria began working at UNG during the fall of 2017. Among Alejandro’s research interests are the long-time behavior of special classes of solutions to nonlinear PDE’s from fluid ...