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Figure 4
Variation of the total CDTS diffraction intensity I as a function of the D crystal rocking angle ΔθD. φ = 2°. The two-beam curve was calculated with the parasitic 404 and [\bar404] reflections artificially ignored for crystal(s) D. (a) D scan rocking curve of the CDTS analyzer. The inset shows the resolution function of CDTS at ΔθD = 128 µrad (calculated with a four-beam diffraction of crystal D taken into account). (b) D scan rocking curve of the CDTDS analyzer (with the diffraction set-up in the inset). Crystals D1 and D2 are assumed to be rotated simultaneously along opposite directions (D1 counterclockwise) with the same speed (with the C/S crystal fixed).

Journal logoJOURNAL OF
SYNCHROTRON
RADIATION
ISSN: 1600-5775
Volume 18| Part 6| September 2011| Pages 899-906
doi:10.1107/S0909049511036703
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