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  • Two different approaches to the construction of higher-order schemes for the stationary compressible Euler equations are presented. The former is a generalization of first order Finite Volume Method (FVM) based on a higher-order polynomial reconstruction. The latter one is the so-called Residual Distribution Method (RDM) which is basically second order, but some generalizations to higher-order are already known. We made a comparative study and present the numerical results for the Ringleb flow problem.
  • Two different approaches to the construction of higher-order schemes for the stationary compressible Euler equations are presented. The former is a generalization of first order Finite Volume Method (FVM) based on a higher-order polynomial reconstruction. The latter one is the so-called Residual Distribution Method (RDM) which is basically second order, but some generalizations to higher-order are already known. We made a comparative study and present the numerical results for the Ringleb flow problem. (en)
  • Jsou studovány dva přístupy pro konstrukci schémat vyššího rádu pro stlačitelné Eulerovy rovnice. První je zobecnění metody konečných objemů prvního řádu založené na polynomiální rekonstrukci. Druhá metoda je tzv. Residual Distribution Method. Komparativní studium je provedeno pro Ringlebovo proudění. (cs)
Title
  • Towards Higher-Order Schemes for Compressible Flow
  • Towards Higher-Order Schemes for Compressible Flow (en)
  • Schémata vyššího řádu pro stlačitelné proudění (cs)
skos:prefLabel
  • Towards Higher-Order Schemes for Compressible Flow
  • Towards Higher-Order Schemes for Compressible Flow (en)
  • Schémata vyššího řádu pro stlačitelné proudění (cs)
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  • RIV/00216208:11320/06:00003123!RIV07-MSM-11320___
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  • Towards; Higher-Order; Schemes; Compressible; Flow (en)
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  • 80-86732-84-3
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  • 11320
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