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X-Ray Diffraction Analysis of Ultradisperse Systems: The Debye Formula Review

Journal Journal of Structural Chemistry
ISSN: 0022-4766 , E-ISSN: 1573-8779
Output data Year: 2012, Volume: 53, Number: Supplement 1, Pages: S150-S165 Pages count : 16 DOI: 10.1134/S002247661207013X
Tags Debye formula, DFA, Modeling, Nanopowders, Structural study, X-ray analysis
Authors Tsybulya S.V. 1,2 , Yatsenko D.A. 1,2
Affiliations
1 G. K. Boreskov Institute of Catalysis, Siberian Division, Russian Academy of Sciences
2 Novosibirsk State University

Abstract: Problems of X-ray diffraction analysis of ultradisperse systems with the particle size up to 5 nm are discussed in the review. A method for calculating X-ray diffraction patterns using the Debye formula within the kinematic theory of X-ray scattering (Debye Function Analysis-DFA) is presented. The DFA method makes it possible to obtain information on the atomic structure, shape and size of nanoparticles, and verify hypotheses on the presence of deformations, stacking faults and other structural features of ultradisperse and nanostructured systems. The method is applicable for modeling the diffraction patterns of objects with an arbitrary (not necessarily crystal) structure. Applications of the method for examining the structure of various objects are discussed.
Cite: Tsybulya S.V. , Yatsenko D.A.
X-Ray Diffraction Analysis of Ultradisperse Systems: The Debye Formula
Journal of Structural Chemistry. 2012. V.53. NSupplement 1. P.S150-S165. DOI: 10.1134/S002247661207013X WOS Scopus РИНЦ OpenAlex ANCAN
Original: Цыбуля С.В. , Яценко Д.А.
Рентгеноструктурный анализ ультрадисперсных систем: формула Дебая
Журнал структурной химии. 2012. Т.53. С.S155-S171. РИНЦ RSCI
Dates:
Submitted: Mar 21, 2012
Published print: Dec 1, 2012
Published online: Nov 27, 2013
Identifiers:
≡ Web of science: WOS:000327856800013
≡ Scopus: 2-s2.0-84964555294
≡ Elibrary: 28169557
≡ OpenAlex: W2135871452
≡ Chemical Abstracts: 2013:1855949
≡ Chemical Abstracts (print): 160:198338
Citing:
≡ Web of science 22 Сбор данных от 20.02.2026
≡ Scopus 21 Сбор данных от 15.02.2026
≡ Elibrary 23 Сбор данных от 15.02.2026
≡ OpenAlex 25 Сбор данных от 15.02.2026
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