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author:

Ruyi Li (Ruyi Li.) [1] | Feibin Wu (Feibin Wu.) [2] | Huiling Huang (Huiling Huang.) [3] | Weibin Cai (Weibin Cai.) [4] | Yantong Zhang (Yantong Zhang.) [5] | Jun Han (Jun Han.) [6]

Abstract:

Featured Application This work can be mainly applied in the optical element surface quality evaluation field. Abstract Nanoscale defects on the surface of ultra-precision optical elements seriously affect the beam quality in optical systems. In response to the challenge of detecting nanoscale defects on optical component surfaces, we propose a method for the detection and classification of various types of defects on optical component surfaces via reflection Mueller matrix spectroscopy (RMMS). Firstly, an electromagnetic scattering theoretical model for various types of defects on the surface of optical elements and the incident and scattered fields were established by combining the bidirectional reflection distribution function (BRDF) and the Rayleigh–Rice vector scattering theory. Then, the optimal conditions for RMMS measurements were determined by numerically simulating the BRDF. On this basis, the surface roughness and pockmarks of the optical test plate were simulated and analyzed via RMMS, and the results were verified experimentally; then, dirty particles and pockmarks above the surface of the optical element and subsurface bubble defects (SSBD) were simulated and analyzed via RMMS. The results showed that some elements of the Mueller matrix could significantly distinguish defects on the surface of the optical element with dimensions smaller than the visible wavelength, and the dimensions of various types of defects of the element could be inverted using the values of the Mueller matrix elements. This method provides a theoretical basis and reference for the detection and classification of various types of defects in precision optical components.

Keyword:

defect detection Mueller matrix optical component quality evaluation polarized bidirectional reflection distribution function (pBRDF) Rayleigh—Rice vector scattering theory

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Source :

Applied Sciences

ISSN: 2076-3417

Year: 2023

Issue: 16

Volume: 13

2 . 2 1 7

JCR@2018

CAS Journal Grade:3

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SCOPUS Cited Count:

ESI Highly Cited Papers on the List: 0 Unfold All

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Chinese Cited Count:

30 Days PV: 0

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