Compactness and Convergence in Compressible Euler Equations: A Rigorous Approach — NSF Award to University of Florida (FL, $150,00
This project addresses fundamental mathematical problems at the intersection of classical and quantum fluid dynamics, with a focus on compressible and quantum Euler systems. These models capture a range of complex physical phenomena, from high-speed gas flows to quantum fluids like super-fluids and Bose-Einstein conden
| Award title | Compactness and Convergence in Compressible Euler Equations: A Rigorous Approach |
|---|---|
| Award ID | 2510425 |
| Awardee | University of Florida |
| City | GAINESVILLE |
| State | FL |
| Amount obligated | $150,001 |
| Principal investigator | Cheng Yu |
| Program | APPLIED MATHEMATICS |
| Start date | 08/15/2025 |
| Abstract | This project addresses fundamental mathematical problems at the intersection of classical and quantum fluid dynamics, with a focus on compressible and quantum Euler systems. These models capture a range of complex physical phenomena, from high-speed gas flows to quantum fluids like super-fluids and Bose-Einstein condensates. The research aims to advance understanding of the transition from compressible to incompressible flow in the low Mach number regime and to explore how quantum effects influe |
| Source | NSF Awards |
$799/mo
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