Numerical solution of 3D ow

Nazev prace-: Numericke fesem tfirozrnorneho proucleni Autor: Martin Kyncl Katcdra: Katedra numericke iiiatcinatiky Vedouci diplomove prace: Doc. RNDr. Jifi Felcman, CSc. e-mail vedouciho: felcman(G>karlm.inff.cuni.c/ Abstrakt: Prace se zabyva numorickym modelovanim nevazkeho a vazkeho stlacitelneho proudeni plynu ve 3D. Pou/iLa mutoda fes(Mif jn zalo2cna na ro/lo/rni systemu, kterym jc proudoni popsano, na nevazkou a ciste vaxkou cast. V praci json uvedeny numericke vyskulky, ktcre uka/uji pou/Jtelnost navrzene metody. Klicova slova: stlacitelne proudeni, Eulerovy rovnice, Navier-SLokesovy rov- nice, mctoda konecnycli objeinu, motoda konecnych prvku, Dolauriayova tri- angulace Title: Numerical solution of 3D flow Author: Martin Kyncl Department: Department, of Numerics Supervisor: Doc. RNDr. Jin Felcman, CSc. Supervisor's e-mail address: folemanQkarlin.mff.cuni.c/ Abstract: The paper is concerned with numerical modelling of inviscid as well as viscous gas flow in 3D. The method is based on upwind flux vector splitting finite volume scheme combined with finite elements. The geomet- rical data and the computational results for the three-dimensional flow arc presented. Keywords: compressible flow, Euler equations, Navicr-Stokes equations, fi- nite volume method, finite element method, Delaunay..