Zakład Numerycznego Modelowania Przepływów

Wydział Mechaniczno-Energetyczny
Instytut Inżynierii Lotniczej, Procesowej i Maszyn Energetycznych

bud. D-2, pok. 16, Plac Grunwaldzki 9, 50-370 Wrocław

» Wybrane Publikacje pracowników Zakładu«

  • Kudela H., Kosior A., Vortex particle method in parallel computations on graphical processing units used in study of the evolution of vortex structures, Fluid Dyn. Res. 46, 2014,061414,pdf

  • Kudela H., Kosior A., Numerical study of the vortex tube reconnection using vortex particle method on many graphics cards, Journal of Physics: Conference Series 530 (2014) 012021,pdf

  • Kozlowski T., Kudela H., Hydrodynamic lift force generated on the accelerated profile, Journal of Physics: Conference Series 530 (2014) 012017,pdf

  • Kozlowski T., Kudela H., Transitions in the vortex wake behind the plunging profile, Fluid Dyn. Res. 46, 2014,061406,pdf

  • Kudela H., Self-similar collapse of n Point Vortices, J Nonlinear Science 24, 913-933, 2014,pdf

  • Kudela H., Collapse of n-point vortices in self-similar motion, Fluid Dyn. Res. 46,2014, 031414 pdf

  • Kosior A., Kudela H., The 3D vortex particle method in parallel computations on many GPUs, Computers & Fluids, 92, 274-280, 2014, pdf

  • Kudela H., Kosior A., Parallel computation of vortex tube reconnection using a graphics card and the 3D vortex in cell method, Procedia IUTAM 7, 59-66, 2013pdf

  • Kosior A., Kudela H. Parallel computations on GPU in 3D using the vortex particle method Computers & Fluids 80, 423-428, 2013pdf

  • Kosior A., Kudela H. Vortex particle method and parallel computing, Journal of Theoretical and Applied Mechanics 50, 1, 285-300, Warszawa 2012pdf

  • Kudela H., Kozlowski T. Hydrodynamic effects produced by plunging foil in a fluid, Chemical and Process Engineering 31, 579-588, Wrocław 2010 pdf

  • Kudela H., Kozlowski T. Simulation of the flapping-foil effect, by vortex particle method, 28th AIAA Applied Aerodynamics Conference, AIAA paper, 2010-5083, Chicago 2010 pdf

  • Kudela H., Kozlowski T. Vortex in cell method for exterior problems, Journal of Theoretical and Applied Mechanics 47, 4, 779-796, Warszawa 2009 pdf

  • Kudela H., Malecha Z.M. Eruption of a boundary layer induced by a 2D vortex patch, Fluid Dyn. Res. 41 (2009), 055502 (18pp) pdf

  • Kudela H.,Malecha Z. Viscous flow modeling using the vortex particles method, TASK Quarterly 13, 1-2, 15-32, 2009 pdf

  • Kudela H., Malecha Z.M. Investigation of unsteady vorticity layer eruption induced by vortex patch using vortex particles method, Journal of Theoretical and Applied Mechanics 45, 4, 485-800, Warszawa 2007 pdf

  • Kudela H., Regucki P. Vorticity particle method for simulation of 3D flow, ICCS 2004, LNCS 3037, p. 356-363, Springer-Verlag, / Ed. by M. Bubak et al., Berlin Heidelberg 2004 pdf

  • Kudela H., Regucki P. Vortex-in-cell method for study of three dimensional vortex structures, Tubes, sheets and singularities in fluid dynamics, Zakopane, 2-7 September 2001 / Ed. by K. Bajer and H. K. Moffatt. Dordrecht [i in.] : Kluwer Academic Publ., cop. 2002, 49-54,pdf

  • Kudela H., Regucki P. Study of the "negative temperature" effect in the vortex point system by the vortex-in-cell method, Proceedings of the 5th International Symposium on Experimental and Computational Aerothermodynamics of Internal Flows, Gdansk, Sept. 4-7, 2001, 869-876, pdf

  • Kudela H. Viscous flow simulation of a two-dimensional channel flow with complex geometry using the grid-particle vortex methods, ESAIM: Proceedings, vol.7, 1999, 215-224, Third International Workshop on Vortex Flows and Related Numerical Methods, pdf

  • Kudela H. Application of the vortex-in-cell method for the simulation of two-dimensional viscous flow, TASK Quarterly 3, 3, 343-360, 1999 pdf

  • Kudela H. Numerical study of the motion and deformation of two-dimensional bubbles by a vortex method, Vortex Flows and Related Numerical Methods, / Ed. by J.T. Beale et al., Dordrecht [i in.] : Kluwer Academic Publ., cop. 1993, 191-205, pdf

  • Kudela H. Study of the motion of the two-dimensional bubble by the vortex method, ZAMM - Z. angew. Math. Mech. 72(1992) 5, T-369-T373, Academic Verlag, pdf

  • Kudela H. Numerical studies of Rayleigh-Taylor instability by the vortex method, Arch. Mech. 42(1990) 4-5, 493-505, pdf

  • Kudela H. The influence of surface-tension effects on using vortex method in the study of Rayleigh-Taylor instability, Proceedings of the Eighth GAMM-Conference on Numerical Methods in Fluid Mechanics, ed. by Pieter Wesseling, Vieweg in Notes on Numerical Fluid Mechanics 29 (1990) , 273-282, pdf