displaying 1551 - 1560 results in total 4589
Speziale, C. G.
view article (1.0)Galilean Invariance of Subgrid-Scale Stress Models in the Large-Eddy Simulation of Turbulence.Princeton Univ., NJJournal of Fluid Mechanics, Vol. 156, 55-62, 1985Lund, T. S.; Novikov, E. A.
view article (1.0)Parameterization of Subgrid-Scale Stress by the Velocity Gradient Tensor.Center for Turbulence Research Annual Research Briefs, 27-43, 1992Mason, P. J.
view article (1.0)Large-Eddy Simulation: A Ciritical Review of the Technique.Meteorological Office, UKRoyal Meteorological Scoeity, Vol. 120, 1-26, 1994Vincent, A.; Meneguzzi, M.
view article (1.0)Spatial Structure and Statistical Properties of Homogeneous Turbulence.CERFACS, FranceJournal of Fluid Mechanics, Vol. 225, 1-20, 1991Sreenivasan, K. R.
view article (1.0)On the Universality of the Kolmogorov Constant.Yale Univ., New Haven, CTPhysics of Fluids, Vol. 7, No. 11, 2778-2784, November 1995Vreman, B.; Geurts, B.; Kuerten, H.
view article (1.0)Subgrid-Modelling in LES of Compressible Flow.University of Twente, The NetherlandsApplied Scientific Research, Vol. 54, 191-203,Speziale, C. G.
view article (1.0)Analytical Methods for the Development of Reynolds-Stress Closures in Turbulence.NASA Langley Research Center, Hampton, VAAnnual Review of Fluid Mechanics, Vol. 23, 107-157, 1991Winckelmans, G. S.; Wray, A. A.; Vasilyev, O. V.
view article (1.0)Testing of a New Mixed Model for LES: The Leonard Model Supplemented by a Dynamic Smagorinsky Term.Center for Turbulence Research Annual Research Briefs, 367-388, 1998Voke, P. R.
view article (1.0)Subgrid-Scale Modelling at Low Mesh Reynolds Number.University of Surrey, Guildford, EnglandTheoretical and Computational Fluid Dynamics, Vol. 8, 131-143, 1996Lund, T. S.; Wu, X.; Squires, K. D.
view article (1.0)Generation of Turbulent Inflow Data for Spatially-Developing Boundary Layer Simulations.Stanford Univ., CA; Arizona State Univ., TempeJournal of Computational Physics, Vol. 140, 233-258, 1998