DZB - Zverejnená bakalárska práca

Extrakcia rýchlostných polí z postupnosti obrazov

Autor
Krakovský, Michal
Školiteľ
Mikula, Karol
Oponent
Frolkovič, Peter
Škola
Slovenská technická univ. v Bratislave SvF KMDG (SvF)
Rok odovzdania
2014
Trvalý odkaz - CRZP
https://opac.crzp.sk/?fn=detailBiblioForm&sid=92966E43A3D63D570D212BA5D87D
Primárny jazyk
slovenčina

Typ práce
Bakalárska práca

Študijný odbor
1114 | aplikovaná matematika

Dátum zaslania práce do CRZP
16.05.2014

Dátum vytvorenia protokolu
16.05.2014

Dátum doručenia informácií o licenčnej zmluve
13.03.2015

Práca je zverejniteľná od
ihneď

Elektronická verzia
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This work is devoted to registration and estimation of vector field of two following images. We use mathematical models created by Vemuri et. al., which allows to gain information about the movement of points from image, by help of information about change of intensity between those images. In case of registration we transform intensity function of one image to intensity function of other, by solving simple nonlinear partial differential equation. Principle of this equation is built on letting level-sets of first image to evolve to level-sets of the second, in direction of normal. For its computation we use Rouy-Tourin scheme. We also modified this equation into advection equation, which we solve utilizing finite volume method. By solving this equation we find morphing between images and also transformation between pixels. For purpose of finding this transformation Vemuri et. al. derives another nonlinear partial differential equation, which solution we present as well. We implemented all three methods in C language and tested them with simulated data.

Verzia systému: 6.2.61.5 z 31.03.2023 (od SVOP)