1996
DOI: 10.1017/s0885715600009076
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A study of X-ray reflectivity data analysis methods for thin film thickness determination

Abstract: The determination of thin film thickness by four X-ray reflectivity methods (namely, the peak separation, the Fourier transform, the modified Bragg equation, and the curve-fitting methods) has been studied. An analysis of SrS and BaF2 thin films showed thickness values determined by the methods agreed to within 4%. The curve-fitting method had the highest accuracy but was time-consuming. The peak separation, the Fourier transform, and the modified Bragg equation methods are considerably faster and, on average,… Show more

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Cited by 10 publications
(7 citation statements)
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“…Para cada amostra o alinhamento da superfície do depósito foi efetuado por rotação do porta-amostras em θ -2θ, entre 0,1 e 6 o (2θ) e ajuste da geometria de modo a obter o máximo de reflexão. Os parâmetros estruturais das amostras foram calculados usando-se o programa REFSIM, que ajusta a equação de refletividade 8 às curvas experimentais, pelo méto-do de mínimos quadrados. E-mail: sandrap@iq.uesp.br A qualidade óptica das amostras foi avaliada a partir de medidas de transmitância na região do UV-Vis, usando-se um espectrofotômetro HP845l Diode Harray.…”
Section: Methodsunclassified
“…Para cada amostra o alinhamento da superfície do depósito foi efetuado por rotação do porta-amostras em θ -2θ, entre 0,1 e 6 o (2θ) e ajuste da geometria de modo a obter o máximo de reflexão. Os parâmetros estruturais das amostras foram calculados usando-se o programa REFSIM, que ajusta a equação de refletividade 8 às curvas experimentais, pelo méto-do de mínimos quadrados. E-mail: sandrap@iq.uesp.br A qualidade óptica das amostras foi avaliada a partir de medidas de transmitância na região do UV-Vis, usando-se um espectrofotômetro HP845l Diode Harray.…”
Section: Methodsunclassified
“…The following references, not cited in the main body of the paper, have been cited in the supporting information: Abboud et al (2011);Albouy & Valerio (1997); Als Nielsen & McMorrow (2010); Bhattacharya et al (2003);Brower et al (1996); Chihab & Naudon (1992); Daillant & Alba (2000); Daillant & Gibaud (2009) Stoev & Sakurai (1999, 2013; Tolan (1999); Vlieg (1997); Voegeli et al (2013); Wirkert et al (2013); Yasaka (2010).…”
Section: Related Literaturementioning
confidence: 99%
“…However, for thickness information, only a difference in the index of refraction between substrate and film is necessary to reproduce the Fresnel interference phenomena at high values of k ⊥ , where the periodicity of k ⊥ oscillations approximates a Fourier transform of the film thickness. 20 Therefore, a general Fresnel reflectivity model, with the index of refraction kept as an arbitrary constant over energy spectra, may be applied to high fixed-angle, energydispersive reflectivity curves to provide approximate thickness in a fast-fitting approach applicable to inline characterization and to assaying unknown material thickness.…”
Section: Technique Backgroundmentioning
confidence: 99%
“…A modeling error estimate for thickness can be derived using another approach to deriving thickness from high-angle reflectivity data developed by Brower et al, 20 which involves directly applying a modified Fourier transform to the high-angle reflectivity information. The formula is applicable to a fixed-energy, specular reflectivity for a single thin layer with a density associated with a specific critical angle of reflection, c .…”
Section: Thickness Error Estimationmentioning
confidence: 99%