Analiza prevoda toplote v Eulerjevem koordinatnem sistemu po metodi končnih elementov

Ambrož, Klemen (author), Halilovič, Miroslav (mentor), Koc, Pino (comentor)

V nalogi je analiziran dvodimenzionalni problem časovno neustaljenega prevoda toplote. Analiza je izvedena z metodo končnih elementov. Predstavljena je teorija in izpeljava enačb, na katerih temelji metoda končnih elementov. Predstavljena je prednost uporabe Eulerjevega koordinatnega sistema v primerjavi z Lagrangejevim, v primeru, da narava problema omogoča uporabo le tega. Opisan in predstavljen je program za analizo zgoraj omenjenega problema, napisan v Wolfram Mathematici.

• Language: Slovenian
• Keywords: prevod toplote metoda končnih elementov nestacionarno stanje Eulerjev koordinatni sistem varjenje
• Work type: Bachelor thesis/paper
• Organization: FS - Faculty of Mechanical Engineering
• Year: 2017
• PID: 20.500.12556/RUL-94850
• Publication date in RUL: 08.09.2017

AMBROŽ, Klemen, 2017, Analiza prevoda toplote v Eulerjevem koordinatnem sistemu po metodi končnih elementov [online]. Bachelor’s thesis. [Accessed 23 April 2025]. Retrieved from: https://repozitorij.uni-lj.si/IzpisGradiva.php?lang=eng&id=94850

Secondary language

• Language: English
• Title: Heat transfer analysis in Euler's coordinate system by finite element method

Abstract

My final thesis analyses a two-dimentional problem of transient heat flow using finite element method. The theory and derivation of equations, which finite element method is based on have been presented. I have introduced advantages of Euler coordinate system in comparisson to Langrange’s, given the nature of problem allows it. Further, a description and a presentation of a Wolfram Mathematics analysis programme of the above mentioned problem has been given.

• Keywords: heat transfer finite element method non-steady state Euler’s coordinate system welding