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Journal ArticleDOI

X-ray dynamical diffraction from multilayer Laue lenses with rough interfaces

Hanfei Yan
- 08 Apr 2009 - 
- Vol. 79, Iss: 16, pp 165410
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TLDR
Yan et al. as discussed by the authors proposed a modeling approach for x-ray dynamical diffraction from multilayer Laue lenses (MLLs) with rough interfaces, which is formulated from the perspective of the physical scattering process, very different from the conventional DWBA formalism.
Abstract
A modeling approach for x-ray dynamical diffraction from multilayer Laue lenses (MLLs) with rough interfaces is developed. Although still based on the principle of the distorted-wave Born approximation (DWBA), this model is formulated from the perspective of the physical scattering process, very different from the conventional DWBA formalism. Using this model, one can study x-ray scattering from rough interfaces in the regime of Fresnel diffraction and in the case of absorptive samples, for example, x-ray dynamical diffraction from MLLs with rough interfaces, which is hard to handle in the framework of the conventional DWBA. Theoretical simulations for various MLLs with rough interfaces are conducted. It is found that interfacial roughness results in a decrease in the local diffraction intensity, where the attenuation factor is a function of the root-mean-square (rms) roughness versus the local zone width ratio. This study shows that if all zones possess an identical rms roughness value that is less than half of the outmost MLL zone width, the focal broadening effect due to roughness is almost unnoticeable, provided that the mean position of the interface does not deviate from the required zone plate law. A further study shows that uncorrelated interfacial roughness can be treated themore » same as interfacial diffusion, in which case a roughness factor similar to the ''Debye-Waller factor'' can be used, and the pseudo-Fourier coefficients of the susceptibility function for an MLL [H. F. Yan et al., Phys. Rev. B 76, 115438 (2007)] have to be multiplied by this factor.« less

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Citations
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Journal ArticleDOI

Hard x-ray nanofocusing by multilayer Laue lenses

TL;DR: A comprehensive review of advances in multilayer Laue lens (MLL) is provided in this paper, which includes extensive theoretical modelling on focusing performance, discussion on fabrication challenges, their current capabilities and notable results from x-ray focusing experiments.
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Quantitative x-ray phase imaging at the nanoscale by multilayer Laue lenses

TL;DR: This work proposes a highly robust and generic approach based on a Fourier-shift fitting process and demonstrates quantitative phase imaging of a solid oxide fuel cell anode by multilayer Laue lenses (MLLs), which is extremely powerful in correlating the electrode performance with its buried nanoscale interfacial structures.
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Fabrication of wedged multilayer Laue lenses

TL;DR: In this article, the angle of diffracting layers smoothly varies in the lens to achieve optimum diffraction efficiency across the entire pupil of the lens, which can be used to extend the achievable numerical aperture of multilayer Laue lenses to reach considerably smaller focal spot sizes.
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Fabrication of laser deposited high-quality multilayer zone plates for hard X-ray nanofocusing

TL;DR: In this article, the authors discuss how to overcome limitations of MZP fabrication by PLD by investigating the material systems W/Si, W/ZrO2, and Ta2O5/ZRO2.
References
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Hard x-ray nanoprobe based on refractive x-ray lenses

TL;DR: Based on nanofocusing refractive x-ray lenses, a hard xray scanning microscope is currently being developed and is being implemented at beamline ID13 of the European Synchrotron Radiation Facility (Grenoble, France).
Journal ArticleDOI

Nanometer linear focusing of hard x rays by a multilayer Laue lens.

TL;DR: A type of linear zone plate for nanometer-scale focusing of hard x rays, a multilayer Laue lens (MLL), produced by sectioning a multILayer and illuminating it in Laue diffraction geometry, indicates that focusing to 5 nm or smaller with high efficiency should be possible.
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