Exploring foci of:
International Journal for Numerical Methods in Fluids • Vol 97 • No 4
A Non‐Dissipative, Energy‐Conserving, Arbitrary High‐Order Numerical Method and Its Efficient Implementation for Incompressible Flow Simulation in Complex Geometries
December 2024 • Sreevatsa Anantharamu, Krishnan Mahesh
ABSTRACT In the inviscid limit, the energy of a velocity field satisfying the incompressible Navier–Stokes equations is conserved. Non‐dissipative numerical methods that discretely mimic this energy conservation feature have been demonstrated in the literature to be extremely valuable for robust and accurate large‐eddy simulations of high Reynolds number incompressible turbulent flows. For complex geometries, such numerical methods have been traditionally developed using the finite volume framework and they have b…
Mathematics
Reynolds Number
Numerical Analysis
Mathematical Analysis
Classical Mechanics
Finite Element Method
Turbulence
Physics
Geometry
Quantum Mechanics