Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity
Krieft J, Graulich D, Moskaltsova A, Bouchenoire L, Francoual S, Kuschel T (2020)
Journal of Physics D: Applied Physics 53: 375004.
Zeitschriftenaufsatz
| Veröffentlicht | Englisch
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Autor*in
Krieft, JanUniBi;
Graulich, DominikUniBi;
Moskaltsova, AnastasiiaUniBi;
Bouchenoire, Laurence;
Francoual, Sonia;
Kuschel, TimoUniBi
Abstract / Bemerkung
X-ray resonant magnetic reflectivity (XRMR) is a potent method to determine the optical, structural and magnetic depth profiles of a variety of thin films. Here, we investigate samples of different complexity all measured at the Pt L3 absorption edge to determine the optimal procedure for the analysis of the experimental XRMR curves, especially for nontrivial bi- and multilayer samples that include differently bonded Pt from layer to layer. The software tool ReMagX is used to fit these data and model the magnetooptic depth profiles based on a highly adaptable layer stack which is modified to be a more precise and physically consistent representation of the real multilayer system. Various fitting algorithms, iterative optimization approaches and a detailed analysis of the asymmetry ratio features as well as χ2 (goodness of fit) landscapes are utilized to improve the agreement between measurements and simulations. We present a step-by-step analysis procedure tailored to the Pt thin film systems to take advantage of the excellent magnetic sensitivity and depth resolution of XRMR.
Stichworte
Acoustics and Ultrasonics;
Electronic;
Optical and Magnetic Materials;
Surfaces;
Coatings and Films;
Condensed Matter Physics
Erscheinungsjahr
2020
Zeitschriftentitel
Journal of Physics D: Applied Physics
Band
53
Art.-Nr.
375004
Urheberrecht / Lizenzen
ISSN
0022-3727, 1361-6463
Page URI
https://pub.uni-bielefeld.de/record/2943465
Zitieren
Krieft J, Graulich D, Moskaltsova A, Bouchenoire L, Francoual S, Kuschel T. Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity. Journal of Physics D: Applied Physics. 2020;53: 375004.
Krieft, J., Graulich, D., Moskaltsova, A., Bouchenoire, L., Francoual, S., & Kuschel, T. (2020). Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity. Journal of Physics D: Applied Physics, 53, 375004. https://doi.org/10.1088/1361-6463/ab8fdc
Krieft, Jan, Graulich, Dominik, Moskaltsova, Anastasiia, Bouchenoire, Laurence, Francoual, Sonia, and Kuschel, Timo. 2020. “Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity”. Journal of Physics D: Applied Physics 53: 375004.
Krieft, J., Graulich, D., Moskaltsova, A., Bouchenoire, L., Francoual, S., and Kuschel, T. (2020). Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity. Journal of Physics D: Applied Physics 53:375004.
Krieft, J., et al., 2020. Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity. Journal of Physics D: Applied Physics, 53: 375004.
J. Krieft, et al., “Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity”, Journal of Physics D: Applied Physics, vol. 53, 2020, : 375004.
Krieft, J., Graulich, D., Moskaltsova, A., Bouchenoire, L., Francoual, S., Kuschel, T.: Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity. Journal of Physics D: Applied Physics. 53, : 375004 (2020).
Krieft, Jan, Graulich, Dominik, Moskaltsova, Anastasiia, Bouchenoire, Laurence, Francoual, Sonia, and Kuschel, Timo. “Advanced data analysis procedure for hard x-ray resonant magnetic reflectivity discussed for Pt thin film samples of various complexity”. Journal of Physics D: Applied Physics 53 (2020): 375004.
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