1927
DOI: 10.1007/bf01391926
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Die Beugung von Röntgenstrahlen in Flüssigkeiten als Effekt der Molekülanordnung

Abstract: Die Einfiihrung einer Verteilungsfunktion fiir die gegenseitige Enffernung der ~[olekiile ermSglicht die Ableitung einer Formel fiir die Zerstreuung von R5nCgenstrahlen in Fltissigkeiten, welche alle Eigentiimliehkeiten der Beobachtungen gut wiedergibt. Ftir eia einfaches eindimeasionales 3Iodell werden die Rechnungen vollst~ndig durchgeftihrt and die Ergebnisse graphisch dargestellt. L Einleitung. Wit4 eine Fltissigkeit nach der Debye-Scherrerschea Methode mit monochromatischen R~ntgenstrahlen durchstrahlt, s… Show more

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Cited by 609 publications
(182 citation statements)
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“…The number density distribution has been derived by Zernike and Prins [27], and reads between a and 2a as…”
Section: Mean-ÿeld Free-volume Approximationmentioning
confidence: 99%
“…The number density distribution has been derived by Zernike and Prins [27], and reads between a and 2a as…”
Section: Mean-ÿeld Free-volume Approximationmentioning
confidence: 99%
“…In the case of discrete scattering arising from a system of stacked, flat and extended lamellae, Stribeck (1996) has extended the treatments of Zernike & Prins (1927) and Blundell (1978) to develop an analytical expansion of the 'ID slit-smeared scattering intensity'…”
Section: Detecting Void Scatteringmentioning
confidence: 99%
“…The normalized intensity of scattering by such a twodimensional system (cf. Zernike & Prins (1927) for the equivalent three-dimensional case) is…”
Section: Non-independent Particles With Arbitrary Locationmentioning
confidence: 99%