IUTAM symposium Transsonicum IV. Proceedings of the IUTAM symposium, Göttingen, Germany, 2--6 September, 2002.
The articles of this volume will be reviewed individually. Indexed articles: \textit{Zierep, Juergen}, New results for the normal shock in inviscid flow at a curved surface, 1-6 [Zbl 1084.76043] \textit{Hunter, J. K.; Tesdall, A. M.}, Transonic solutions for the Mach reflection of weak shocks, 7-12 [Zbl 1084.76536] \textit{Kuz'min, A. G.}, Interaction of a shock wave with the sonic line, 13-18 [Zbl 1084.76537] \textit{Liu, D. D.; Mignolet, Marc P.}, Transonic wedge/cone flow solutions using perturbed potential and Euler equations, 19-24 [Zbl 1090.76542] \textit{Prasad, Phoolan}, Upstream propagating curved shock in a steady transonic flow, 25-32 [Zbl 1084.76538] \textit{Hafez, M.}, Non-uniqueness problem in transonic flows, 33-40 [Zbl 1084.76532] \textit{Caughey, David A.}, Unsteady transonic flow past ``non-unique'' airfoils, 41-46 [Zbl 1084.76531] \textit{Tang, Lei; Liu, D. D.; Chen, P. C.}, Nonlinear aerodynamic effects on transonic LCO amplitude of a supercritical airfoil, 53-58 [Zbl 1113.76397] \textit{Schwamborn, D.; Weinman, K.}, On the influence of turbulence modeling on steady and unsteady flows, 59-64 [Zbl 1090.76544] \textit{Ballmann, J.; Boucke, J.; Braun, C.}, Aeroelastic sensitivity in the transonic regime, 65-70 [Zbl 1113.76394] \textit{Castro, Breno M.; Jones, Kevin D.; Platzer, Max F.; Weber, Stefan; Ekaterinaris, John A.}, Numerical investigation of transonic flutter and modeling of wind tunnel interference effects, 71-78 [Zbl 1080.76539] \textit{Chen, P. C.; Liu, D. D.}, Efficient transonic method for aeroelastic applications including aircraft/stores, 79-84 [Zbl 1090.76536] \textit{Liu, Gaolian}, A unified variational formulation of aero-elasticity problem for coupled `fluid-wing' vibration system in 3-D unsteady transonic flow, 85-90 [Zbl 1090.76037] \textit{Délery, Jean M.}, The different facets of an old but always present concern: shock-wave/boundary layer interaction, 91-98 [Zbl 1080.76549] \textit{Jones, Kevin D.; Platzer, Max F.; Rodriguez, David L.; Guruswamy, Guru}, On the effect of area ruling on transonic abrupt wing stall, 99-104 [Zbl 1080.76541] \textit{Kluwick, Alfred; Braun, Stefan; Gittler, Philipp}, Transonic, laminar high Reynolds number flow in slender channels, 105-110 [Zbl 1084.76533] \textit{Ruban, A. I.; Türkyilmaz, I.; Buldakov, E. V.}, Viscous-inviscid interaction and boundary-layer separation in transonic flows, 111-116 [Zbl 1084.76546] \textit{Ryzhov, Oleg S.; Bogdanova-Ryzhova, Elena V.}, Boundary layer instabilities in transonic range of velocities, 117-124 [Zbl 1090.76526] \textit{Dvořák, Rudolf}, Internal transonic flows, 131-138 [Zbl 1090.76538] \textit{Dobeš, Jiří; Fürst, Jiří; Fořt, Jaroslav; Halama, Jan; Kozel, Karel}, Numerical simulation of transonic flow in steam turbine cascades. The role of numerical viscosity, grid type and approximation of boundary conditions, 145-150 [Zbl 1090.76537] \textit{Gerolymso, Georges A.; Vallet, Isabelle}, Reynolds-stress modelling for transonic shock-wave/boundary-layer interaction, 151-156 [Zbl 1125.76359] \textit{Caughey, David A.; Jameson, Antony}, Development of computational techniques for transonic flows: an historical perspective, 183-194 [Zbl 1090.76571] \textit{Hirose, Naoki}, Transonic aerodynamics research retro- and prospective in Japan, 195-200 [Zbl 1090.76541] \textit{Bramkamp, F.; Ballman, J.}, Implicit Euler computations on adaptive meshes for steady and unsteady transonic flows, 201-206 [Zbl 1090.76549] \textit{Eberle, Albrecht}, Efficient and refined transonic flow analysis using a new flux vector splitting scheme, 207-210 [Zbl 1090.76539] \textit{Fořt, J.; Fürst, J.; Kozel, K.; Jirásek, A.; Kladrubský, M.}, Numerical solution of 2D and 3D transonic flows over an airfoil and a wing, 211-216 [Zbl 1090.76540] \textit{Hafez, Mohamed; Wahba, Essam}, Hierarchical formulations for transonic flow simulations, 217-224 [Zbl 1080.76540] \textit{Rachwalski, Jaroslaw; Magagnato, Franco; Gabi, Martin}, The buffer layer technique applied to transonic flow calculations, 225-230 [Zbl 1113.76060] \textit{Daumas, Laurent; Quang Vinh Dinh; Kleinveld, Steven; Rogé, Gilbert}, How to take into account deformation in a CAD-based Euler optimization process?, 239-244 [Zbl 1090.76577] \textit{Holst, Terry L.; Pulliam, Thomas H.}, Transonic wing shape optimization using a genetic algorithm, 245-252 [Zbl 1084.76549] \textit{Jameson, Antony}, Optimum transonic wing design using control theory, 253-264 [Zbl 1090.76578] \textit{Lutz, Thorsten; Sommerer, Andreas; Wagner, Siegfried}, Parallel numerical optimisation of adaptive transonic airfoils, 265-270 [Zbl 1080.76551] \textit{Zhu, Z. Q.; Fu, H. Y.; Yu, R. X.; Li, H. M.}, Computation of biobjective/bidisciplinary optimization, 271-276 [Zbl 1090.76582] \textit{Tulita, C.; Raghunathan, S.; Benard, E.}, Control of transonic periodic flow on NACA0012 aerofoil by contour bumps, 291-296 [Zbl 1090.76580] \textit{Corre, Christophe; Renaud, Thomas; Lerat, Alain}, Transonic flow control using a Navier-Stokes solver and a multi-objective genetic algorithm, 297-302 [Zbl 1084.76547] \textit{Trenker, M.; Hannemann, M.; Sobieczky, H.}, Parameterized geometries for configuration adaptation, 311-316 [Zbl 1090.76579] \textit{Sobieczky, H.; Li, P.; Seebass, R.}, Transonic methods for oblique flying wing SST, 325-330 [Zbl 1090.76545] \textit{Cheng, H. K.; Hafez, M. M.}, The superboom as a Tricomi problem: extension and applications, 331-342 [Zbl 1084.76041] \textit{Argrow, Brian; Farhat, Charbel; Maute, Kurt; Nikbay, Melike}, Linear-theory-based shape optimization for sonic boom minimization, 349-354 [Zbl 1080.76550] \textit{Nadarajah, Siva K.; Kim, Sangho; Jameson, Antony; Alonso, Juan J.}, Sonic boom reduction using an adjoint method for supersonic transport aircraft configurations, 355-362 [Zbl 1080.76552] \textit{Put, F.; Hoeijmakers, H. W. M.; Kelleners, P. H.; Lammers, F. A.}, Development of a numerical method for simulating transonic multi-phase flows, 363-368 [Zbl 1090.76554] \textit{Schnerr, Günter H.}, Unsteady nonadiabatic transonic two-phase flow, 369-380 [Zbl 1084.76534]
scientific article; zbMATH DE number 2020366