14th international conference on numerical methods in fluid dynamics. Proceedings of the Conference, held in Bangalore, India, 11-15 July, 1994 (Q1898625)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Keyes, David E.}, Aerodynamic applications of Newton-Krylov-Schwarz solvers, 1-20 [Zbl 0854.76073] \textit{Leonard, A.; Koumoutsakos, P.; Winckelmans, G.}, Vortex methods for three-dimensional separated flows, 21-30 [Zbl 0855.76054] \textit{Mohammadi, Bijan; Pironneau, Olivier}, On wall laws in CFD, 31-38 [Zbl 0855.76059] \textit{Prahlad, T. S.}, Status of CFD in India, 39-53 [Zbl 0850.76001] \textit{Weatherill, N. P.; Marcum, D. L.; Gaither, A. J.; Hassan, O.; Marchant, M. J.}, The development of high quality unstructured grids on parallel computers, 54-70 [Zbl 0855.76061] \textit{Jameson, Antony}, Computational methods for aerodynamic design, 71-85 [Zbl 0861.76076] \textit{Croisille, Jean-Pierre; Khanfir, Rabia; Chanteur, Gérard}, A kinetic flux-splitting scheme for the MHD equations, 86-90 [Zbl 0869.76062] \textit{Deshpande, Sanjay S.}, A Boltzmann-Taylor-Galerkin FEM for compressible Euler equations, 91-95 [Zbl 0856.76035] \textit{Estivalezes, Jean-Luc; Villedieu, Philippe}, A new second order positivity preserving kinetic scheme for the compressible Euler equations, 96-100 [Zbl 0856.76042] \textit{Ghosh, A. K.; Deshpande, S. M.}, A robust least squares kinetic upwind scheme for Euler equations, 101-105 [Zbl 0850.76399] \textit{Xu, K.; Martinelli, L.; Jameson, A.}, Gas-kinetic finite volume methods, 106-111 [Zbl 0857.76065] \textit{Raghurama Rao, S. V.}, Perculiar velocity based upwind method for inviscid compressible flows, 112-116 [Zbl 0850.76404] \textit{Rogier, François; Schneider, Jacques}, Discrete Boltzmann equation for solving rarefied gas problems, 117-121 [Zbl 0857.76051] \textit{Andrews, J. G.; Morton, K. W.}, Spurious entropy generation as a mesh quality indicator, 122-126 [Zbl 0856.76053] \textit{Biswas, Rupak; Strawn, Roger C.}, Dynamic mesh adaption for tetrahedral grids, 127-132 [Zbl 0850.76530] \textit{Chalot, Frédéric; Kasbarian, Claudine; Leclercq, Marie-Pierre; Mallet, Michel; Ravachol, Michel; Stoufflet, Bruno}, Extensive analysis and cross-comparisons of past and present numerical formulations for flow problems on unstructured meshes, 133-138 [Zbl 0856.76056] \textit{Chatterjee, A.; Shevare, G. R.}, A time-accurate multigrid algorithm for Euler equations, 139-143 [Zbl 0856.76040] \textit{Gazaix, Michel}, Hypersonic viscous flow computations with solver and grid sensitivity analysis, 144-148 [Zbl 0854.76064] \textit{Gregoire, J. P.; Pot, G.}, Speed-up of CFD codes using analytical FE calculations, 149-154 [Zbl 0855.76040] \textit{Hänel, D.; Vilsmeier, R.}, A field method for 3D tetrahedral mesh generation and adaption, 155-160 [Zbl 0854.76072] \textit{Lynn, John F.; van Leer, Bram}, Multigrid Euler solutions with semi-coarsening and local preconditioning, 161-165 [Zbl 0861.76053] \textit{Soni, Bharat K.; Thornburg, Hugh}, CAGD techniques in structured grid generation and adaption, 166-172 [Zbl 0850.76529] \textit{Ta'asan, S.}, Canonical-variables multigrid method for Euler equations, 173-177 [Zbl 0857.76055] \textit{Venkatakrishnan, V.; Mavriplis, D. J.}, Agglomeration multigrid for the Euler equations, 178-182 [Zbl 0850.76400] \textit{Wu, Zi-Niu}, Steady transonic flow computations using overlapping grids, 183-187 [Zbl 0856.76052] \textit{Dadone, A.; Grossman, B.}, Surface boundary conditions for the numerical solution of the Euler equations in three dimensions, 188-194 [Zbl 0850.76467] \textit{Jia, W.; Nakamura, Y.}, The \(\psi - q\) formulation and boundary condition for incompressible flows in multi-connected region, 195-200 [Zbl 0861.76068] \textit{Mellen, C. P.; Srinivas, K.}, Treatment of branch cut lines in the computation of incompressible flows with C-grids, 201-205 [Zbl 0850.76406] \textit{Mizuta, Yo}, Concepts of boundary conditions in numerical fluid dynamics, 206-210 [Zbl 0857.76070] \textit{Schulze, Detlef}, Far field boundary conditions based on characteristic and bicharacteristic theory applied to transonic flows, 211-215 [Zbl 0850.76470] \textit{Sen, Debabrata}, An accurate cubic-spline boundary-integral formulation for two-dimensional free-surface flow problems, 216-220 [Zbl 0850.76468] \textit{Udaykumar, H. S.; Shyy, W.}, ELAFINT: A computational method for fluid flows with free and moving boundaries, 221-227 [Zbl 0900.76448] \textit{Arina, Renzo; Ramella, Fabrizio}, An implicit spectral solver for the compressible Navier-Stokes equations in complex domains, 228-233 [Zbl 0856.76054] \textit{Bassi, F.; Rebay, S.}, Accurate 2D Euler computations by menas of a high order discontinuous finite element method, 234-240 [Zbl 0850.76344] \textit{Catalano, L. A.; De Palma, P.; Pascazio, G.; Napolitano, M.}, A higher-order multidimensional upwind solution-adaptive multigrid solver for compressible flows, 241-245 [Zbl 0861.76048] \textit{Dedesh, Valery V.; Yegorov, Ivan V.}, On some advances in fluid flow modelling through coupling of Newton method and new implicit PPV schemes, 246-250 [Zbl 0857.76047] \textit{Flandrin, Laurence; Charrier, Pierre}, An improved approximate Riemann solver for hypersonic bidimensional flows, 251-258 [Zbl 0856.76044] \textit{Fortunato, Bernardo; Magi, Vinicio}, An implicit method for 2-D viscous compressible flows, 259-264 [Zbl 0850.76401] \textit{Groenner, J.; von Lavante, E.; Hilgenstock, M.}, Numerical methods for simulating supersonic combustion, 265-273 [Zbl 0857.76058] \textit{Iollo, Angelo; Salas, Manuel D.; Ta'asan, Shlomo}, Shape optimization governed by the quasi 1D Euler equations using an adjoint method, 274-279 [Zbl 0856.76067] \textit{Karamyshev, Vladimir; Kovenya, Victor; Cherny, Sergei}, Relaxation method for 3-D problems in supersonic aerodynamics, 280-284 [Zbl 0856.76047] \textit{Rokicki, Jacek; Floryan, Jerzy M.}, The domain decomposition method and compact discretization for the Navier-Stokes equations, 287-292 [Zbl 0857.76052] \textit{Szmelter, J.; Pagano, A.}, Viscous flow modelling using unstructured meshes for aeronautical applications, 293-298 [Zbl 0850.76532] \textit{Toumi, I.; Raymond, P.}, Upwind numerical scheme for a two-fluid two-phase flow model, 299-306 [Zbl 0862.76053] \textit{Valorani, Mauro; Favini, Bernardo}, A compact formalism to design numerical techniques for three-dimensional internal flows, 307-313 [Zbl 0850.76408] \textit{Yamamoto, Satoru; Nagatomo, Hideo; Daiguji, Hisaaki}, An implicit-explicit flux vector splitting scheme for hypersonic thermochemical nonequilibrium flows, 314-319 [Zbl 0855.76050] \textit{Brunneau, Ch.-H.; Fabrie, P.}, Computation of incompressible flows and direct simulation of transition to turbulence, 320-324 [Zbl 0857.76046] \textit{Friedrich, Rainer; Wagner, Claus}, On turbulent flow in a sudden pipe expansion and its reverse transfer of subgrid-scale energy, 330-336 [Zbl 0854.76057] \textit{Muralirajan, K. S.; Ghia, K.; Ghia, U.; Brandes-Duncan, B.}, Analysis of 3-D unsteady separated turbulent flow using a vorticity-based approach and Large-Eddy Simulation, 337-342 [Zbl 0850.76405] \textit{Ravi, K.; Ramamurthi, K.}, Penalty finite element method for transient free convective laminar flow, 343-347 [Zbl 0850.76343] \textit{Si Ameur, M.; Chollet, J. P.}, Numerical simulation of three-dimensional turbulent underexpanded jets, 348-352 [Zbl 0850.76403] \textit{Steelant, Johan; Dick, Eric}, Conditioned Navier-Stokes equations combined with the K-E model for by-pass transitional flows, 353-357 [Zbl 0857.76037] \textit{Theofilis, V.; Dijkstra, D.; Zandbergen, P. J.}, Numerical aspects of flow stability in the Veldman boundary layers, 358-362 [Zbl 0854.76069] \textit{Venkateswaran, S.}, Efficient implementation of turbulence modeling for CFD, 363-367 [Zbl 0850.76531] \textit{Zhou, Gang; Davidson, Lars; Olsson, Erik}, Transonic inviscid/turbulent airfoil flow simulations using a pressure based method with high order schemes, 372-378 [Zbl 0857.76056] \textit{Arora, Mohit; Roe, Philip L.}, On oscillations due to shock capturing in unsteady flows, 379-384 [Zbl 0861.76046] \textit{Dang-Vu, H.; Delcarte, C.}, An example of Hopf bifurcation and strange attractor in Chebyshev spectral approximations to Burgers equation, 385-390 [Zbl 0857.76057] \textit{Fontaine, Jean; Ta Phuoc Loc}, Simulation of the unsteady separated flow around a finite rectangular plate using a free-divergence constraint velocity-vorticity formulation, 391-395 [Zbl 0861.76051] \textit{Gao, Z.; Zhuang, F. G.}, Time-space scale effects in numerically computing flowfields and a new approach to numerical flow simulation, 396-401 [Zbl 0850.76469] \textit{Li, Yuguo; Rudman, Murray}, An evaluation of a multi-dimensional FCT algorithm with some higher-order upwind schemes, 402-406 [Zbl 0850.76466] \textit{Pallis, Jani Macari; Chattot, Jean-Jacques}, Implementation of a nonequilibrium flow solver on a massively parallel computer, 413-417 [Zbl 0854.76067] \textit{Paulsen, Bjarne B.; Holst, Morten D.; Condra, Thomas J.; Rusaas, Jan}, Lagrangian prediction of particulate two-phase flows at high particle loadings, 418-422 [Zbl 0850.76464] \textit{Sa, Jong-Youb}, A numerical method for incompressible viscous flow using pseudocompressibility approach on regular grids, 423-428 [Zbl 0857.76053] \textit{Sherwin, S. J.; Karniadakis, G. E.}, Tetrahedral spectral elements for CFD, 429-434 [Zbl 0857.76044] \textit{Bogolepov, Vladimir V.; Lipatov, Igor I.; Sokolov, Lev A.}, Flow investigation near the point of surface temperature and catalytic properties discontinuity, 441-446 [Zbl 0854.76044] \textit{Fořt, J.; Huněk, M.; Kozel, K.; Lain, J.; Šejna, M.; Vavřincová, M.}, Numerical simulation of steady and unsteady flows through plane cascades, 461-465 [Zbl 0854.76058] \textit{Guilmineau, E.; Queutey, P.}, Computation of unsteady viscous flows past oscillating airfoils using the CPI method, 466-471 [Zbl 0857.76059] \textit{Hartmann, Chr.; Roesner, K. G.}, Investigation of 3-D shock focusing effects on a massively parallel computer, 472-475 [Zbl 0850.76402] \textit{Mochimaru, Yoshihiro}, Numerical simulation of natural convection in a cavity of an ellipsoid of revolution, using a spectral finite difference method, 485-489 [Zbl 0850.76410] \textit{O'Shea, N.; Fletcher, C. A. J.}, Prediction of turbulent delta wing vortex flows using and RNG \(k - \epsilon\) model, 496-501 [Zbl 0850.76465] \textit{Ramakrishnananda, B.; Damodaran, M.}, Numerical study of viscous compressible flow inside planar and axisymmetric nozzles, 508-512 [Zbl 0850.76409] \textit{Satofuka, Nobuyuki; Nishitani, Toshio}, Numerical simulation of an air flow past a moving body with/without deformation, 513-519 [Zbl 0857.76054] \textit{Saxena, S. K.; Ravi, K.}, Computation of three-dimensional supersonic and hypersonic blunt body flows using high resolution TVD schemes based on Roe's approximate Riemann solver, 520-524 [Zbl 0854.76061] \textit{Song, D. J.; Kwon, K. D.; Won, S. Y.}, Study on hypersonic finite-rate chemically reacting flows using upwind method, 540-550 [Zbl 0854.76063] \textit{Wang, Wensheng; Zhang, Fengxian; Xu, Yanji; Chen, Naixing}, Validation of two 3-D numerical computation codes for the flows in an annular cascade of high turning angle turbine blades, 579-585 [Zbl 0858.76059]