Author(s) |
Pavlov, Konstantin M
Punegov, Vasily I
Morgan, Kaye S
Schmalz, Gerd
Paganin, David M
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Publication Date |
2017
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Abstract |
A deterministic variant of Bragg Coherent Diffraction Imaging is introduced in its kinematical approximation, for X-ray scattering from an imperfect crystal whose imperfections span no more than half of the volume of the crystal. This approach provides a unique analytical reconstruction of the object's structure factor and displacement fields from the 3D diffracted intensity distribution centred around any particular reciprocal lattice vector. The simple closed-form reconstruction algorithm, which requires only one multiplication and one Fourier transformation, is not restricted by assumptions of smallness of the displacement field. The algorithm performs well in simulations incorporating a variety of conditions, including both realistic levels of noise and departures from ideality in the reference (i.e. imperfection-free) part of the crystal.
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Citation |
Scientific Reports, v.7, p. 1-15
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ISSN |
2045-2322
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Link | |
Publisher |
Nature Publishing Group
|
Title |
Deterministic Bragg Coherent Diffraction Imaging
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Type of document |
Journal Article
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Entity Type |
Publication
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