Jiří Fürst
Czech Technical University in Prague
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Publication
Featured researches published by Jiří Fürst.
Computing | 2013
Jiří Fürst; Jaromír Příhoda; Petr Straka
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
Journal of Scientific Computing | 2002
Jiří Fürst; Karel Kozel
Journal of Computational and Applied Mathematics | 2010
Jan Halama; Jiří Dobeš; Jaroslav Fořt; Jiří Fürst; Karel Kozel
k-k_L-\omega
Applied Mechanics and Materials | 2016
Martin Kožíšek; Jiří Fürst; Jaromír Příhoda; Piotr Doerffer
Applied Mathematics and Computation | 2015
Jiří Fürst; Jaroslav Fořt; Jan Halama; Jiří Holman; Jan Karel; Vladimír Prokop; David Trdlička
model of Walters and Cokljat. Both models were tested for shear flows over the flat plate (ERCOFTAC T3A, T3B, and T3A
Archive | 2014
Jiří Fürst; Jaroslav Fořt; Jan Halama; Jiří Holman; Jan Karel; Vladimír Prokop; David Trdlička
Archive | 2011
Jaroslav Fořt; Jiří Fürst; Jan Halama; Karel Kozel; Petr Louda; Petr Sváček; Z. Šimka; P. Pánek; M. Hajsman
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Archive | 2003
Jiří Dobeš; Jiří Fürst; Jaroslav Fořt; Jan Halama; Karel Kozel
Applied Mathematics and Computation | 2018
Jaroslav Fořt; Jiří Fürst; Jan Halama; Vladimír Hric; Petr Louda; M. Luxa; D. Šimurda
cases) for natural and bypass transition, over two airfoils in a tandem for the transition due to incoming wake and finally for the flow through a subsonic turbine blade cascade. Both models are compared to available experimental data.
Topical Problems of Fluid Mechanics 2016 | 2016
Martin Kožíšek; Jiří Fürst; Jaromír Příhoda
We deal with the comparison of several finite volume TVD schemes and finite difference ENO schemes and we describe a second order finite volume WENO scheme which was developed for the case of general unstructured meshes. The proposed second order WENO reconstruction is much simpler than the original ENO scheme introduced in [Harten and Chakravarthy 1991]. Moreover, the proposed WENO method is very easily extendible for unstructured meshes in 3D. All above mentioned schemes are applied for the solution of 2D and 3D transonic flows in the turbines and channels and the numerical solution is compared to experimental results or to the results obtained by other authors.