X-ray optical systems: from metrology to Point Spread Function
D. Spiga, L. Raimondi

TL;DR
This paper introduces a versatile Huygens-Fresnel based method for accurately computing the Point Spread Function of Wolter-I X-ray optics, integrating broad-range metrology data to improve manufacturing tolerances and optical performance predictions.
Contribution
It presents a novel, simplified computational approach for PSF estimation in Wolter-I optics that accounts for measured defects across all relevant spatial frequencies.
Findings
Method successfully explains measured PSFs of astronomical multilayer optics.
Applicable to multiple reflection systems at any X-ray energy.
Implemented in WISE code, validated with FERMI optical system.
Abstract
One of the problems often encountered in X-ray mirror manufacturing is setting proper manufacturing tolerances to guarantee an angular resolution - often expressed in terms of Point Spread Function (PSF) - as needed by the specific science goal. To do this, we need an accurate metrological apparatus, covering a very broad range of spatial frequencies, and an affordable method to compute the PSF from the metrology dataset. [...] However, the separation between these spectral ranges is difficult do define exactly, and it is also unclear how to affordably combine the PSFs, computed with different methods in different spectral ranges, into a PSF expectation at a given X-ray energy. For this reason, we have proposed a method entirely based on the Huygens-Fresnel principle to compute the diffracted field of real Wolter-I optics, including measured defects over a wide range of spatial…
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