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MIKULKA, J.; GESCHEIDTOVÁ, E.; BARTUŠEK, K.
Original Title
Interpolation of 3D Magnetic Resonance Data
English Title
Type
Peer-reviewed article not indexed in WoS or Scopus
Original Abstract
This article deals with three-dimensional reconstruction methods of nuclear magnetic resonance images. The testing images were observed by tomography with basic magnetic field of 4.7T at the Institute of Scientific Instruments (Academy of Sciences of the Czech Republic). The 20 slices of the test phantom were acquired. Two methods were found with the aim of getting utmost information about the shape of the testing phantom. One possible way is to increase the count of the sensed slices, but it implies decreasing of the signal to noise ratio. The second approach is finding the compromise between the effective count of slices and the following interpolation of other slices between the sensed ones. The both approaches were compared. Only 10 slices were used to compute the in-between others. It is better to use this approach because the computed slices can be compared with the real slices obtained by MR tomography. The results are described in the article. The images were interpolated in order to improve the following three-dimensional model creation.
English abstract
Keywords
interpolation, magnetic resonance, image processing
Key words in English
Authors
RIV year
2012
Released
20.03.2011
ISBN
1559-9450
Periodical
Progress In Electromagnetics
Volume
2011
Number
State
United States of America
Pages from
639
Pages to
642
Pages count
4
BibTex
@article{BUT36271, author="Jan {Mikulka} and Eva {Gescheidtová} and Karel {Bartušek}", title="Interpolation of 3D Magnetic Resonance Data", journal="Progress In Electromagnetics", year="2011", volume="2011", number="2011", pages="639--642", issn="1559-9450" }