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- Jirí Fürst, Karel Kozel
- J. Sci. Comput.
- 2002

- Jirí Fürst, Karel Kozel, Petr Furmánek
- Kybernetika
- 2009

The aim of this article is a qualitative analysis of two modern finite volume (FVM) schemes. First one is the so called Modified Causon's scheme, which is based on the classical MacCormack FVM scheme in total variation diminishing (TVD) form, but is simplified in such a way that the demands on computational power are much smaller without loss of accuracy.… (More)

- JIŘÍ FÜRST
- 2004

The article describes development of a high order finite volume method for solution of transonic flow problems. The method is based on a reconstruction procedure similar to weighted ENO. Our reconstruction procedure is based on least square method with data dependent weights which is much simpler to implement than ENO scheme. The computational results… (More)

- Petra Puncochárová-Porízková, Jirí Fürst, Jaromír Horácek, Karel Kozel
- Mathematics and Computers in Simulation
- 2010

- Jan Halama, J. Dobes, Jaroslav Fort, Jirí Fürst, Karel Kozel
- J. Computational Applied Mathematics
- 2010

- A. Nassiri, J. Carwardine, +22 authors P. Kneisel
- 2012

The Advanced Photon Source Upgrade (APS-U) Project at Argonne will include generation of short-pulse x-rays based on Zholents' deflecting cavity scheme [1]. We have chosen superconducting (SC) cavities in order to have a continuous train of crabbed bunches and flexibility of operating modes. In collaboration with Jefferson Laboratory, we are prototyping and… (More)

- JIŘÍ FÜRST, KAREL KOZEL, K. Kozel
- 2004

The work deals with a numerical solution of steady and unsteady 2D inviscid in-compressible flow over the profile NACA 0012 in a channel. The flow is described by the system of Euler equations. Cell-centered finite-volume scheme at quadrilateral C-mesh is used. Steady state solutions and also unsteady flows caused by the prescribed oscillation of the… (More)

- Jiří Fürst, Jaromír Příhoda, Petr Straka
- Computing
- 2012

The article deals with the numerical simulation of transitional flows. The aim is to evaluate two models for turbomachinery flows. The first model is a simple algebraic model developed by Straka and Příhoda and the second one is the three-equation $$k-k_L-\omega $$ model of Walters and Cokljat. Both models were tested for shear flows over the flat plate… (More)

- Petra Puncochárová-Porízková, Jaromír Horácek, Karel Kozel, Jirí Fürst
- MAVEBA
- 2007

- Jirí Holman, Jirí Fürst
- ENUMATH
- 2013