Thesis Details

Adungované soustavy diferenciálních rovnic

Master's Thesis Student: Kmenta Karel Academic Year: 2006/2007 Supervisor: Kunovský Jiří, doc. Ing., CSc.
English title
Adjoint Differential Equations
Language
Czech
Abstract

This project deals with solving differential equations. The aim is find the correct algorithm transforming differential equations of higher order with time variable coefficients to equivalent systems of differential equations of first order. Subsequently verify its functionality for equations containing the involutioin goniometrical functions and finally implement this algorithm. The reason for this transformation is requirement to solve these differential equations by programme TKSL (Taylor Kunovský simulation language).

Keywords

Differential equations, Taylor series, nonstationary systems, adjoint coefficients, time variable coefficients, operator calculus, binomial theorem, invertor, summing invertor, invert summing integrator, multiplier, divider, TKSL.

Department
Degree Programme
Electrical Engineering and Computer Science, Field of Study Computer Science and Engineering
Files
Status
defended, grade A
Date
18 June 2007
Reviewer
Committee
Kotásek Zdeněk, doc. Ing., CSc. (DCSY FIT BUT), předseda
Eysselt Miloš, Ing., CSc. (DCSY FIT BUT), člen
Kreslíková Jitka, doc. RNDr., CSc. (DIFS FIT BUT), člen
Rybička Jiří, doc. Ing. Dr. (Mendelu), člen
Zbořil František V., doc. Ing., CSc. (DITS FIT BUT), člen
Citation
KMENTA, Karel. Adungované soustavy diferenciálních rovnic. Brno, 2007. Master's Thesis. Brno University of Technology, Faculty of Information Technology. 2007-06-18. Supervised by Kunovský Jiří. Available from: https://www.fit.vut.cz/study/thesis/5912/
BibTeX
@mastersthesis{FITMT5912,
    author = "Karel Kmenta",
    type = "Master's thesis",
    title = "Adungovan\'{e} soustavy diferenci\'{a}ln\'{i}ch rovnic",
    school = "Brno University of Technology, Faculty of Information Technology",
    year = 2007,
    location = "Brno, CZ",
    language = "czech",
    url = "https://www.fit.vut.cz/study/thesis/5912/"
}
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