The measured value of the (220) lattice-plane spacing of silicon 28 using scanning X-ray interferometry is essential to realize the kilogram by counting Si-28 atoms. An assumption made is that the measured lattice spacing is the bulk value of an unstrained crystal forming the analyser of the interferometer. However, analytical and numerical studies of the X-ray propagation in bent crystals suggest that the measured lattice spacing might refer to the analyser surface. To confirm the result of these studies and to support experimental investigations of the matter by phase-contrast topography, a comprehensive analytical model is given of the operation of a triple-Laue interferometer having the splitting or recombining crystal bent.
Crystal bending in triple-Laue X-ray interferometry. Part I. Theory / Sasso, Cp; Mana, G; Massa, E. - In: JOURNAL OF APPLIED CRYSTALLOGRAPHY. - ISSN 1600-5767. - 56:(2023), pp. 707-715. [10.1107/S1600576723002844]
Crystal bending in triple-Laue X-ray interferometry. Part I. Theory
Sasso, CP
;Mana, G;Massa, E
2023
Abstract
The measured value of the (220) lattice-plane spacing of silicon 28 using scanning X-ray interferometry is essential to realize the kilogram by counting Si-28 atoms. An assumption made is that the measured lattice spacing is the bulk value of an unstrained crystal forming the analyser of the interferometer. However, analytical and numerical studies of the X-ray propagation in bent crystals suggest that the measured lattice spacing might refer to the analyser surface. To confirm the result of these studies and to support experimental investigations of the matter by phase-contrast topography, a comprehensive analytical model is given of the operation of a triple-Laue interferometer having the splitting or recombining crystal bent.File | Dimensione | Formato | |
---|---|---|---|
2023_Crystal_bending_in_triple_Laue_ interferometry_part1_Theory.pdf
accesso aperto
Tipologia:
final published article (publisher’s version)
Licenza:
Creative Commons
Dimensione
415.3 kB
Formato
Adobe PDF
|
415.3 kB | Adobe PDF | Visualizza/Apri |
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.