About: Numerical Solution of Single- and Two-Phase Transonic Flow in Axial Cascade     Goto   Sponge   NotDistinct   Permalink

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Description
  • Tato práce se zabývá numerickým řešením transsonického proudění v turbínových mřížích, které je založeno na modelech 2D nevazkého a vazkého jedno- a dvou-fázového proudění, tj. na Eulerových a Reynoldsových průměrovaných rovnicích. Tyto rovnice jsou v případě dvou-fázového proudění svázány s transportními rovnicemi pro parametry Hillovy aproximace, která je použita pro popis spektra kapek. Dvě metody konečných objemů jsou použity pro výpočty jedno-fázového proudění. První je založena na Laxově-Wendroffově schématu a konečných objemech typu cell-vertex. Druhá je založena na Roeho schématu s vhodnou rekonstrukcí. Numerická metoda pro dvou-fázové proudění je založena na metodě rozkladu operátoru. (cs)
  • This work deals with a numerical solution of a transonic flow through turbine cascades based on models for 2D inviscid and viscous single- (air) and two-phase (wet steam) flow - Euler and Reynolds averaged Navier-Stokes equations. These equations are in the case of two-phase flow connected with conservation equations for parameters of Hill's approximation, which is used for the description of droplets spectra. A two finite volume methods are used for the computation of single-phase flow. The first one is based on a Lax-Wendroff type cell-vertex scheme with a conservative artifical viscosity terms. The second one is an finite volume upwind method based on approximate Riemann solver, a proper reconstruction and a limiter. Numerical method for two-phase flow is based on fractional-step method due to the different time scales of convection-diffusion and of condensation mechanism.
  • This work deals with a numerical solution of a transonic flow through turbine cascades based on models for 2D inviscid and viscous single- (air) and two-phase (wet steam) flow - Euler and Reynolds averaged Navier-Stokes equations. These equations are in the case of two-phase flow connected with conservation equations for parameters of Hill's approximation, which is used for the description of droplets spectra. A two finite volume methods are used for the computation of single-phase flow. The first one is based on a Lax-Wendroff type cell-vertex scheme with a conservative artifical viscosity terms. The second one is an finite volume upwind method based on approximate Riemann solver, a proper reconstruction and a limiter. Numerical method for two-phase flow is based on fractional-step method due to the different time scales of convection-diffusion and of condensation mechanism. (en)
Title
  • Numerické řešení jedno- a dvou-fázového transsonického proudění v axiální mříži (cs)
  • Numerical Solution of Single- and Two-Phase Transonic Flow in Axial Cascade
  • Numerical Solution of Single- and Two-Phase Transonic Flow in Axial Cascade (en)
skos:prefLabel
  • Numerické řešení jedno- a dvou-fázového transsonického proudění v axiální mříži (cs)
  • Numerical Solution of Single- and Two-Phase Transonic Flow in Axial Cascade
  • Numerical Solution of Single- and Two-Phase Transonic Flow in Axial Cascade (en)
skos:notation
  • RIV/68407700:21220/04:02104271!RIV/2005/GA0/212205/N
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  • P(GA101/02/0647), Z(MSM 210000010)
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  • 576925
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  • RIV/68407700:21220/04:02104271
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  • condensation; fractional step method; transonic flow; turbines (en)
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  • [62B89481089C]
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  • Dobeš, Jiří
  • Fořt, Jaroslav
  • Halama, Jan
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  • 951-39-1868-8
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  • 21220
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