| HUBER, I., Petr MIKULÍK a T. BAUMBACH. Correctness of a particular solution of inverse problem in rocking curve imaging. Online. physica status solidi (a). Wiley, 2009, roč. 208, č. 8, s. 1860-1864. ISSN 1862-6300. [citováno 2024-04-23] |
Další formáty:
BibTeX
LaTeX
RIS
@article{848061,
author = {Huber, I. and Mikulík, Petr and Baumbach, T.},
article_number = {8},
keywords = {x-ray diffraction; x-ray topography; rocking curve imaging},
language = {eng},
issn = {1862-6300},
journal = {physica status solidi (a)},
title = {Correctness of a particular solution of inverse problem in rocking curve imaging},
url = {http://www.sci.muni.cz/~mikulik/Publications.html#BauerMikulikBaumbach-PSS-2009},
volume = {208},
year = {2009}
}
TY - JOUR
ID - 848061
AU - Huber, I. - Mikulík, Petr - Baumbach, T.
PY - 2009
TI - Correctness of a particular solution of inverse problem in rocking curve imaging
JF - physica status solidi (a)
VL - 208
IS - 8
SP - 1860-1864
EP - 1860-1864
PB - Wiley
SN - 18626300
KW - x-ray diffraction
KW - x-ray topography
KW - rocking curve imaging
UR - http://www.sci.muni.cz/~mikulik/Publications.html#BauerMikulikBaumbach-PSS-2009
N2 - Local lattice misorientations on crystalline substrates can be visualized by rocking curve imaging. Local deviations from Bragg peak positions are extracted from a series of digital topographs recorded by a CCD detector under different azimuths. Bragg peaks from surface regions such as crystallites with a larger local misorientation overlap on the detector, which requires a back-projection method in order to reconstruct the misorientation components on the sample surface from the measured angular position on the detector planes. From mathematical point of view, the reconstruction problem is at inverse problem. In this paper, we formulate the forward and back-projection problems and we prove the correctness of a particular solution. The usability of the method is demonstrated on a phantom data set.
ER -
HUBER, I., Petr MIKULÍK a T. BAUMBACH. Correctness of a particular solution of inverse problem in rocking curve imaging. Online. \textit{physica status solidi (a)}. Wiley, 2009, roč.~208, č.~8, s.~1860-1864. ISSN~1862-6300. [citováno 2024-04-23]
|
