418
References
189. Rogallo, R.S. (1981): Numerical experiments in homogeneous turbulence.
NASA Tech. Memo 81315
190. Rodi, W., Bonnin, J.-C., Buchal, T . (eds.) (1995): Proc. ERCOFTAC Workshop on Data Bases and Testing of Caluclation Methods for Turbulent Flows,
April 3-7, Univ. Karlsruhe, Germany
191. Saad, Y., Schultz, M.H. (1986): GMRES: a generalized residual algorithm for
solving non-symmetric linear systems. SIAM J . Sci. Stat. Comput., 7, 856-869
192. Scardovelli, R., Zaleski, S. (1999): Direct numerical simulation of free-surface
and interfacial flow. Annu. Rev. Fluid Mech., 31, 567-603
193. Schneider, G.E., Zedan, M. (1981): A modified strongly implicit procedure for
the numerical solution of field problems. Numer. Heat Transfer, 4, 1-19
194. Schneider, G.E., Raw, M. J . (1987): Control-volume finite-element method for
heat transfer and fluid flow using colocated variables- 1. Computational procedure. Numer. Heat Transfer, 11, 363-390
195. Schreck, E.! PeriC, M. (1993): Computation of fluid flow with a parallel multigrid solver. Int. J. Numer. Methods Fluids, 16, 303-327
196. Sedov, L.I. (1971): A course in continuum mechanics, vol. 1. WaltersNoordhoft Publishing, Groningen
197. Seidl, V., PeriC, M., Schmidt, S. (1995): Space- and time-parallel Navier-Stokes
solver for 3D block-adaptive Cartesian grids. Proc. Parallel CFD '95 Conference,
Pasadena, June 1995.
198. Seidl, V. (1997): Entwicklung und Anwendung eines parallelen FiniteVolumen-Verfahrens zur Stromungssimulation auf unstrukturierten Gittern mit
lokaler Verfeinerung. Dissertation, University of Hamburg, Germany
199. Sethian, J.A. (1996): Level set methods. Cambridge University Press, Cambridge, UK
200. Shah, K.B., Ferziger, J.H. (1997): A fluid mechanicians view of wind engineering: large eddy simulation of flow over a cubical obstacle. In R.N. Meroney,
B. Bienkiewicz (eds.), Computational Wind Engineering, 2, 211-226, Elsevier,
Amsterdam
201. Shih L.H., Koseff J.R., Ferziger J.H., Rehmann C.R. (2000): Scaling and parameterization of stratified homogeneous turbulent shear flow. J. Fluid Mech.,
412, 1-20
202. Slattery, J.C. (1972): Momentum, energy and mass transfer in continua.
McGraw-Hill, New York
203. Smagorinsky, J. (1963): General circulation experiments with the primitive
equations, part I: the basic experiment. Monthly Weather Rev., 91, 99-164
204. Smiljanovski, V., Moser, V., Klein R. (1997): A capturing-tracking hybrid
scheme for deflagration discontinuities. Combustion Theory and Modelling, 1,
183-215
205. Sonar, Th. (1997): On the construction of essentially non-oscillatory finite volume approximations t o hyperbolic conservation laws on general triangulations:
Polynomial recovery, accuracy and stencil selection. Comput. Methods Appl.
Mech. Engrg., 140, 157
206. Sonneveld, P. (1989): CGS, a fast Lanczos type solver for non-symmetric linear
systems. SIAM J . Sci. Stat. Copmput., 10, 36-52
207. Spalding, D.B. (1972): A novel finite-difference formulation for differential
expressions involving both first and second derivatives. Int. J . Numer. Methods
Engrg., 4, 551-559
208. Spalding D.B. (1978): General theory of turbulent combustion. J . Energy, 2,
16-23
References
189. Rogallo, R.S. (1981): Numerical experiments in homogeneous turbulence.
NASA Tech. Memo 81315
190. Rodi, W., Bonnin, J.-C., Buchal, T . (eds.) (1995): Proc. ERCOFTAC Workshop on Data Bases and Testing of Caluclation Methods for Turbulent Flows,
April 3-7, Univ. Karlsruhe, Germany
191. Saad, Y., Schultz, M.H. (1986): GMRES: a generalized residual algorithm for
solving non-symmetric linear systems. SIAM J . Sci. Stat. Comput., 7, 856-869
192. Scardovelli, R., Zaleski, S. (1999): Direct numerical simulation of free-surface
and interfacial flow. Annu. Rev. Fluid Mech., 31, 567-603
193. Schneider, G.E., Zedan, M. (1981): A modified strongly implicit procedure for
the numerical solution of field problems. Numer. Heat Transfer, 4, 1-19
194. Schneider, G.E., Raw, M. J . (1987): Control-volume finite-element method for
heat transfer and fluid flow using colocated variables- 1. Computational procedure. Numer. Heat Transfer, 11, 363-390
195. Schreck, E.! PeriC, M. (1993): Computation of fluid flow with a parallel multigrid solver. Int. J. Numer. Methods Fluids, 16, 303-327
196. Sedov, L.I. (1971): A course in continuum mechanics, vol. 1. WaltersNoordhoft Publishing, Groningen
197. Seidl, V., PeriC, M., Schmidt, S. (1995): Space- and time-parallel Navier-Stokes
solver for 3D block-adaptive Cartesian grids. Proc. Parallel CFD '95 Conference,
Pasadena, June 1995.
198. Seidl, V. (1997): Entwicklung und Anwendung eines parallelen FiniteVolumen-Verfahrens zur Stromungssimulation auf unstrukturierten Gittern mit
lokaler Verfeinerung. Dissertation, University of Hamburg, Germany
199. Sethian, J.A. (1996): Level set methods. Cambridge University Press, Cambridge, UK
200. Shah, K.B., Ferziger, J.H. (1997): A fluid mechanicians view of wind engineering: large eddy simulation of flow over a cubical obstacle. In R.N. Meroney,
B. Bienkiewicz (eds.), Computational Wind Engineering, 2, 211-226, Elsevier,
Amsterdam
201. Shih L.H., Koseff J.R., Ferziger J.H., Rehmann C.R. (2000): Scaling and parameterization of stratified homogeneous turbulent shear flow. J. Fluid Mech.,
412, 1-20
202. Slattery, J.C. (1972): Momentum, energy and mass transfer in continua.
McGraw-Hill, New York
203. Smagorinsky, J. (1963): General circulation experiments with the primitive
equations, part I: the basic experiment. Monthly Weather Rev., 91, 99-164
204. Smiljanovski, V., Moser, V., Klein R. (1997): A capturing-tracking hybrid
scheme for deflagration discontinuities. Combustion Theory and Modelling, 1,
183-215
205. Sonar, Th. (1997): On the construction of essentially non-oscillatory finite volume approximations t o hyperbolic conservation laws on general triangulations:
Polynomial recovery, accuracy and stencil selection. Comput. Methods Appl.
Mech. Engrg., 140, 157
206. Sonneveld, P. (1989): CGS, a fast Lanczos type solver for non-symmetric linear
systems. SIAM J . Sci. Stat. Copmput., 10, 36-52
207. Spalding, D.B. (1972): A novel finite-difference formulation for differential
expressions involving both first and second derivatives. Int. J . Numer. Methods
Engrg., 4, 551-559
208. Spalding D.B. (1978): General theory of turbulent combustion. J . Energy, 2,
16-23