2015
DOI: 10.1364/oe.23.010703
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Analysis of mirror soft-x-ray–EUV scattering using generalized continuous growth model of multiscale reliefs

Abstract: Combined computer simulations of the growth of multilayer mirrors and their exact differential reflection coefficients in the soft-x-ray-EUV range have been conducted. The proposed model describes the variation of the surface roughness of the multilayer Al/Zr mirror boundary profiles taking into account a random noise source. Theoretically calculated Al/Zr boundary profiles allow one to know real rough boundary statistics including rms roughnesses and correlation lengths and, to obtain rigorously EUV specular … Show more

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Cited by 16 publications
(14 citation statements)
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“…In this case the shadowing effect in the classical orientation is overcome by the 'transparency' of the multilayer coating. The related high diffraction efficiencies also for finepitch gratings (Voronov et al, 2015(Voronov et al, , 2016 can be reliably calculated theoretically (Gorai, 2005;Goray & Egorov, 2016). It goes beyond the scope of the present study to discuss more details of this approach.…”
Section: Figurementioning
confidence: 71%
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“…In this case the shadowing effect in the classical orientation is overcome by the 'transparency' of the multilayer coating. The related high diffraction efficiencies also for finepitch gratings (Voronov et al, 2015(Voronov et al, , 2016 can be reliably calculated theoretically (Gorai, 2005;Goray & Egorov, 2016). It goes beyond the scope of the present study to discuss more details of this approach.…”
Section: Figurementioning
confidence: 71%
“…In the code PCGrates, which is based on the MIM, the earlier discovered peculiarity is used in the case of gratings and rough mirrors (e.g. Goray & Lubov, 2015) working at very small /p: Introducing known speed-up terms in integral methods produces an adverse numerical effect because of the ensuing uncontrolled growth of coefficients in analytically improved asymptotic estimations (Goray & Sadov, 2002). In that case, however, the profile depth, the bi-layer thickness (for multilayer gratings) and the radiation wave- General schematic of diffraction from a periodic structure for a wavefield with two orthogonal field components for an arbitrary angle of incidence and polarization.…”
Section: Exact Electromagnetic Theory For Very Small Wavelength-to-pementioning
confidence: 99%
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“…Deformation of the boundary profiles in the case of strong smoothing can transform the saw-tooth profile into a sinusoidal one (Voronov et al, 2011b). Deposition noise not only affects the root-meansquare surface roughness but also leads to the evolution of the initial surface topography into a complex structure characterized by a set of roughnesses and correlation lengths (Senthilkumar et al, 2005;Yashchuk et al, 2014;Goray & Lubov, 2015). Nonlocal effects can significantly transform the grating boundaries, since a local growth event occurring at some point on the profile surface influences the growth process at a great distance from the original event.…”
Section: Introductionmentioning
confidence: 99%
“…For the first time, to the best of our knowledge, this integrated approach was proposed by Goray & Lubov (2013) to calculate the absolute efficiencies of multilayer Mo/Si and Al/Zr gratings, working in the extreme ultraviolet range. This approach was also successfully applied to the consideration of the growth of rough multilayer mirrors and the calculation of scattering intensities in the soft X-ray and extreme ultraviolet ranges (Goray & Lubov, 2015). The use of this approach allowed the shift and deformation of the profile during the growth of Al/Zr gratings to be explained (Voronov et al, 2011a,b).…”
Section: Introductionmentioning
confidence: 99%