zaključna naloga Razvojno raziskovalnega programa I. stopnje Strojništvo
Jože Bajuk (Author), Viktor Šajn (Mentor)

Abstract

Panelna metoda omogoča analizo potencialnega toka okoli poljubne kompleksne geometrijske oblike. V nalogi smo predstavili njeno teoretično ozadje in njeno natančnost preverili na primeru končnega krila letala eliptične oblike. Rezultate smo primerjali z analitičnimi rešitvami in prišli do zaključka, da je ob pravilni izbiri vrtinčne sledi in natančne mreže ujemanje, za inženirske potrebe, zadovoljivo. Podrobno smo preučili tudi vpliv izbrane oblike vrtinčne sledi, kjer smo ugotovili, da je za praktične potrebe najbolj učinkovita izbira sledi, ki zapušča zadnji rob krila simetrično glede na zadnji kot in dolžino, nekajkrat daljšo od samega razpona krila.

Keywords

diplomske naloge;panelne metode;potencialni tok;Neumannov robni pogoj;Dirichletov robni pogoj;Kutta pogoj;vrtinčne sledi;eliptična krila;

Data

Language: Slovenian
Year of publishing:
Typology: 2.11 - Undergraduate Thesis
Organization: UL FS - Faculty of Mechanical Engineering
Publisher: [J. Bajuk]
UDC: 532.6:629.7(043.2)
COBISS: 16712219 Link will open in a new window
Views: 751
Downloads: 286
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Other data

Secondary language: English
Secondary title: Analysis of potential flow around aircraft using panel method
Secondary abstract: The panel method is used for the analysis of the potential flow around any an arbitrary complex geometry. In the thesis work we presented the theory behind panel method and verified its accuracy on an elliptical wing of an aircraft. We compared the results with analytical solutions and concluded that with the correct choice of wake modeling and surface meshing, results are accurate enough for practical engineering matters where fluid flow can be approximated as potential flow. We studied the influence of different wake geometry and concluded that for practical purposes the most effective design is when the wake leaves the trailing edge symmetrically and that its length is at least several times longer as is the wingspan.
Secondary keywords: thesis;panel method;potential flow;Neumann boundary condition;Dirichlet boundary condition;Kutta conditon;elliptical wings;
Type (COBISS): Final paper
Study programme: 0
Thesis comment: Univ. v Ljubljani, Fak. za strojništvo
Pages: XIII, 41 f.
ID: 11187808
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