Publication View

Numerical Efficiency of Explicit and Implicit Methods with Multigrid for Large Eddy Simulation (2006)

Abstract
In this paper the accuracy and efficiency of a finite-volume multigrid solver for Large Eddy Simulation (LES) is investigated. The spatial discretization method employed is a second-order accurate central differencing scheme. For time discretization of the momentum equations the implicit second-order Crank-Nicolson method and the explicit second-order Adams-Bashforth method are considered. The influences of the two time discretizations, choice of grid size and time-step size and multigrid performance on the numerical accuracy and computational efficiency are discussed.. Presented at AFOSR International Conference on DNS/LES (3rd) held at Univ. of Texas, Arlington, TX on 5-9 Aug 2001. This article is from ADA412801 DNS/LES Progress and Challenges. Proceedings of the Third AFOSR International Conference on DNS/LES

Publication details
Contributors DARMSTADT UNIV OF TECHNOLOGY (GERMANY) DEPT OF NUMERICAL METHODS IN MECHANICAL ENGINEERING
Repository Defense Technical Information Center OAI-PMH Repository (United States)
Keywords FLUID MECHANICS, *EDDIES(FLUID MECHANICS), *DIGITAL SIMULATION, SYMPOSIA, GRIDS, GERMANY, NUMERICAL ANALYSIS, EFFICIENCY, COMPONENT REPORT, FOREIGN REPORTS, LES(LARGE EDDY SIMULATION), CRANK NICOLSON METHOD, ADAMS BASHFORTH METHOD, SGS(SUBGRID SCALE)
Language eng