Direct and Large-Eddy Simulation III: Proceedings of the Isaac Newton Institute Symposium / ERCOFTAC Workshop held in Cambridge, U.K., 12–14 May 1999
Peter R. Voke, Neil Sandham, Leonhard Kleiser
Springer Science & Business Media, Nov 30, 1999 - Science - 440 pages
The practical importance of turbulence led the U.K. Royal Academy of Engineering to launch an Initiative on Turbulence, the most important outcome of which was the definition and agreement of the 1999 Newton Institute Research Programme on Turbulence. The main aim of the- month programme, held at the institute in Cambridge, was to bring together the mathematics and engineering communities involved in the turbulence area to address the many problems and to map out future strategy. As a part of the Research Programme, a Symposium on Direct and Large-Eddy Simulation was jointly organised with ERCOFfAC through their Large-Eddy Simulation Interest Group and took place in May 1999. Two previous ERCOFf AC Workshops had already taken place on these closely related varieties of turbulence simulation, at The University of Surrey in 1994 and at Universite Joseph Fourier, Grenoble in 1996. The Symposium at Cambridge was therefore the third in the ERCOFTAC series, enhanced by the presence of leading figures in the field from Europe and the USA who were resident at INI for that period of the Research Programme. Professors M. Germano, A. Leonard, J. Jimenez, R. Kerr and S. Sarkar gave the invited lectures, text versions of which will be found in this volume. As occurred at the previous two ERCOFT AC workshops, there were almost one hundred participants mostly from Europe but including some from Japan and the USA, including on this occasion resident scientists of the INI Research Programme.
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Direct and Large-Eddy Simulation III: Proceedings of the Isaac Newton ...
Peter R. Voke,Neil Sandham,Leonhard Kleiser
No preview available - 2014
approximation average behaviour boundary conditions boundary layer channel flow coefficient component compressible computational domain constant convective correlation deconvolution density direct numerical simulation discretisation DNS data DNS results dynamic model dynamic Smagorinsky Eddy Simulation eddy viscosity effect enstrophy error evolution experimental Figure finite finite difference Fluid Mech flux function Germano grid heat incompressible inflow instability interaction isotropic kinetic energy Large Eddy large-eddy simulation Mach number mean velocity mesh mixed model mixing layer Moin momentum thickness Navier-Stokes equations obtained particles Phys pipe flow plane predicted ratio region resolution resolved scales Reynolds number Reynolds stress scheme secondary flow SGS dissipation SGS models shear layer shear stress shock shown shows simulation of turbulent Smagorinsky model solution spanwise direction spatial spectra spectrum statistics stress tensor structures subgrid model subgrid terms subgrid-scale model temperature turbulent flow velocity field velocity fluctuations velocity profile vortex vorticity Vreman wall wave number wavenumber