METHOD OF DETERMINING MEAN SQUARE DEVIATION OF OPTICAL SURFACE ROUGHNESS Russian patent published in 2024 - IPC G01B11/30 

Abstract RU 2823018 C1

FIELD: optical instrument making.

SUBSTANCE: invention relates to optical-electronic systems for controlling the quality of optical surfaces, and can be used to study roughness parameters of high-precision optical surfaces. Method provides for approximation of recorded indicatrix of scattered radiation ARS(Θd,Θn) by points, which are assigned based on the results of recording the indicatrix itself ARS(Θd,Θn), based on a given value of the minimum spatial frequency of the inhomogeneities νmin, as well as based on the calculated values of PSD(ν) and the maximum frequency νmax. Optical surface is illuminated with a narrow radiation beam at wavelength λ at angle of incidence Θn, indicatrix ARS(Θd,Θn) is recorded, scattered radiation spectral density function PSD(ν) is determined from the expression. Determining the effective value of the root-mean-square deviation of the roughness of the optical surface δeff2 within the specified limits of the spatial frequency of the inhomogeneities from ν1 to ν2 by the expression. Value of the maximum frequency νmax is additionally determined from the expression. Function ARS(Θd,Θn) is approximated in the range of scattering angles from Θdmin to 90° by expression. Function of spectral density PSDapr(ν) is determined from the expression and the value of the root-mean-square deviation of the roughness of the optical surface is determined in the specified range from νmin to νmax from the expression.

EFFECT: wider frequency range of measuring the effective value of the root-mean-square deviation of the roughness of the optical surface in the region of high spatial frequencies of surface inhomogeneities, which in turn makes it possible to control surfaces with extremely small values.

1 cl, 8 dwg

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RU 2 823 018 C1

Authors

Denisov Dmitrii Gennadevich

Baryshnikov Nikolai Vasilevich

Zhivotovskii Ilia Vadimovich

Karasik Valerii Efimovich

Sakharov Aleksei Aleksandrovich

Patrikeeva Anastasiia Andreevna

Dates

2024-07-17Published

2023-11-30Filed