2017
DOI: 10.1107/s1600577517012772
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Refraction and ultra-small-angle scattering of X-rays in a single-crystal diamond compound refractive lens

Abstract: In this work a double-crystal setup is employed to study compound refractive lenses made of single-crystal diamond. The point spread function of the lens is calculated taking into account the lens transmission, the wavefront aberrations, and the ultra-small-angle broadening of the X-ray beam. It is shown that, similarly to the wavefront aberrations, the ultra-small-angle scattering effects can significantly reduce the intensity gain and increase the focal spot size. The suggested approach can be particularly u… Show more

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Cited by 9 publications
(6 citation statements)
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“…Moreover, the lens material should generate the lowest intensity of background scattering. The intensity of the background signal observed in the tails of the focused beam (Gasilov et al, 2017;Chubar et al, 2020) is mainly caused by SAXS (Guinier, 1939;Glatter & Kratky, 1982), which is primarily due to electron density fluctuations in the scattering volume. The microstructure of the lens material can be either (i) single crystalline like in the diamond lenses presented here, (ii) polycrystalline [for Be lenses (Roth et al, 2014)] or (iii) amorphous [e.g.…”
Section: Small-angle X-ray Scatteringmentioning
confidence: 99%
“…Moreover, the lens material should generate the lowest intensity of background scattering. The intensity of the background signal observed in the tails of the focused beam (Gasilov et al, 2017;Chubar et al, 2020) is mainly caused by SAXS (Guinier, 1939;Glatter & Kratky, 1982), which is primarily due to electron density fluctuations in the scattering volume. The microstructure of the lens material can be either (i) single crystalline like in the diamond lenses presented here, (ii) polycrystalline [for Be lenses (Roth et al, 2014)] or (iii) amorphous [e.g.…”
Section: Small-angle X-ray Scatteringmentioning
confidence: 99%
“…The white filtered beam introduces chromatic aberration, which however is not larger than the imaged source, such that visibility can be largely preserved. As a test object, a diamond parabolic X-ray lens (TISNCM Troisk, Russia) was chosen due to a smooth phase gradient and earlier metrology on it (Gasilov et al, 2017;dos Santos Rolo et al, 2018). That object, as a standard test benchmark in our imaging experiments, allows us to compare new data with previous results (Mikhaylov et al, 2019).…”
Section: Figurementioning
confidence: 99%
“…The Technological Institute for Superhard and Novel Carbon Materials (TISNCM) in Troitsk, Russia, manufactured the diamond parabolic X-ray lens for this and previous experiments. Nominal dimensions of the diamond lens are: radius of parabola apex, R = 200 mm; geometrical aperture, A = 900 mm; thickness, H = 500 mm (Gasilov et al, 2017). The diamond lens (DL) has been placed in between the SHSX and the detector.…”
Section: Figurementioning
confidence: 99%
“…To verify the accuracy of the performed phase front metrology, the deflection of the X-rays introduced by the diamond CRL was derived independently from a microtomography (CT) with the CT rotation axis coinciding with the CRL optical axis [45]. The reconstructed distribution of material density was subjected to a segmentation procedure in order to outline the surfaces of the diamond.…”
Section: Reconstruction Of the Phase Shift Of A Diamond Lensmentioning
confidence: 99%