2017
DOI: 10.1515/zkri-2017-2064
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Increasing data completeness in synchrotron tts-microdiffraction experiments for δ-recycling phasing of low-symmetry compounds

Abstract: Successful phasing of synchrotron through-the-substrate microdiffraction data by

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Cited by 2 publications
(2 citation statements)
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“…This is one of its main features which also complements the tts-XRD methodology for the analysis of transmission diffraction data from thin sections mounted on glass substrates (Rius et al, 2015). tts-XRD consists of a series of measurements at selected sample points by using the rotation method with wide angular overlapping increments (typically between 5 and 15 ) to cope with eventual diffracting volume variations along the section depth during the measurements (Rius, Vallcorba, Crespi & Colombo, 2017). The orientation of the crystal(s) is then found, and the intensities are extracted and scaled by using all the measurements.…”
Section: Grain Analysismentioning
confidence: 99%
“…This is one of its main features which also complements the tts-XRD methodology for the analysis of transmission diffraction data from thin sections mounted on glass substrates (Rius et al, 2015). tts-XRD consists of a series of measurements at selected sample points by using the rotation method with wide angular overlapping increments (typically between 5 and 15 ) to cope with eventual diffracting volume variations along the section depth during the measurements (Rius, Vallcorba, Crespi & Colombo, 2017). The orientation of the crystal(s) is then found, and the intensities are extracted and scaled by using all the measurements.…”
Section: Grain Analysismentioning
confidence: 99%
“…While charge-flipping works exclusively with pixels (no Fourier peaks are searched during the iteration), both -recycling and intrinsic phasing assume atoms in different ways and hence are appropriate for moderate-quality data or moderately incomplete data sets (see e.g. Rius et al, 2013Rius et al, , 2017. The S M -FFT and the standard VLD algorithms both require the calculation of four Fourier transforms (instead of two) to complete one iteration.…”
Section: Introductionmentioning
confidence: 99%