Investigations on Stresses in Optical Components with Spherical Surfaces

The paper has substantiated an expediency to fix lenses with a thin center (biconcave, flat concave and negative meniscus) to a non-operational cylindrical surface. This avoids their temperature distortion at the blocking stage which is a reason for occurrence of irremovable micro and macro errors o...

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Main Authors: A. S. Kozeruk, Y. L. Malpica, M. I. Filonova, V. O. Kuznechik
Format: Article
Language:Russian
Published: Belarusian National Technical University 2019-10-01
Series:Наука и техника
Subjects:
Online Access:https://sat.bntu.by/jour/article/view/2074
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author A. S. Kozeruk
Y. L. Malpica
M. I. Filonova
V. O. Kuznechik
author_facet A. S. Kozeruk
Y. L. Malpica
M. I. Filonova
V. O. Kuznechik
author_sort A. S. Kozeruk
collection DOAJ
description The paper has substantiated an expediency to fix lenses with a thin center (biconcave, flat concave and negative meniscus) to a non-operational cylindrical surface. This avoids their temperature distortion at the blocking stage which is a reason for occurrence of irremovable micro and macro errors on executive surfaces of a component after its unblocking and it causes astigmatism in an image which is formed by an optical-electronic device. The paper considers a method for attachment of a lens to its side surface and it contains a design description of the device for mechanical attachment of the studied lenses during their simultaneous double-sided abrasive processing under free-grinding conditions. The paper presents a methodology for determination of a stressed state in lenses, which is based on a mathematical model of a uniform elastic isotropic deformation of a solid body. This approach takes into account a finite element method which consists in an approximation of a body under study with the help of a model presenting a set of elements with a finite number of freedom degrees which are interrelated at node points. The investigations have been executed with the purpose to study a nature of deformation distribution in a lens which made it possible to establish a directly proportional dependence of displacements in the center of the part on the magnitude of clamping forces. The paper reveals an insignificant influence of a clamping force magnitude and elastic characteristics of a lens on an optimum position of an application plane of its clamping forces. A non-contact method for monitoring errors on a polished lens surface using an interferometer with a reference front surface has been proposed in the paper.
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institution Kabale University
issn 2227-1031
2414-0392
language Russian
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publisher Belarusian National Technical University
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series Наука и техника
spelling doaj-art-880abf663e2e4e769f9df79c6007897d2024-12-02T06:52:24ZrusBelarusian National Technical UniversityНаука и техника2227-10312414-03922019-10-0118541642110.21122/2227-1031-2019-18-5-416-4211876Investigations on Stresses in Optical Components with Spherical SurfacesA. S. Kozeruk0Y. L. Malpica1M. I. Filonova2V. O. Kuznechik3Belarusian National Technical UniversityBelarusian National Technical University; University YacambuBelarusian National Technical UniversityBelarusian National Technical UniversityThe paper has substantiated an expediency to fix lenses with a thin center (biconcave, flat concave and negative meniscus) to a non-operational cylindrical surface. This avoids their temperature distortion at the blocking stage which is a reason for occurrence of irremovable micro and macro errors on executive surfaces of a component after its unblocking and it causes astigmatism in an image which is formed by an optical-electronic device. The paper considers a method for attachment of a lens to its side surface and it contains a design description of the device for mechanical attachment of the studied lenses during their simultaneous double-sided abrasive processing under free-grinding conditions. The paper presents a methodology for determination of a stressed state in lenses, which is based on a mathematical model of a uniform elastic isotropic deformation of a solid body. This approach takes into account a finite element method which consists in an approximation of a body under study with the help of a model presenting a set of elements with a finite number of freedom degrees which are interrelated at node points. The investigations have been executed with the purpose to study a nature of deformation distribution in a lens which made it possible to establish a directly proportional dependence of displacements in the center of the part on the magnitude of clamping forces. The paper reveals an insignificant influence of a clamping force magnitude and elastic characteristics of a lens on an optimum position of an application plane of its clamping forces. A non-contact method for monitoring errors on a polished lens surface using an interferometer with a reference front surface has been proposed in the paper.https://sat.bntu.by/jour/article/view/2074optical componentstress stateadhesive substanceelastic deformationsimultaneous double-sided processing
spellingShingle A. S. Kozeruk
Y. L. Malpica
M. I. Filonova
V. O. Kuznechik
Investigations on Stresses in Optical Components with Spherical Surfaces
Наука и техника
optical component
stress state
adhesive substance
elastic deformation
simultaneous double-sided processing
title Investigations on Stresses in Optical Components with Spherical Surfaces
title_full Investigations on Stresses in Optical Components with Spherical Surfaces
title_fullStr Investigations on Stresses in Optical Components with Spherical Surfaces
title_full_unstemmed Investigations on Stresses in Optical Components with Spherical Surfaces
title_short Investigations on Stresses in Optical Components with Spherical Surfaces
title_sort investigations on stresses in optical components with spherical surfaces
topic optical component
stress state
adhesive substance
elastic deformation
simultaneous double-sided processing
url https://sat.bntu.by/jour/article/view/2074
work_keys_str_mv AT askozeruk investigationsonstressesinopticalcomponentswithsphericalsurfaces
AT ylmalpica investigationsonstressesinopticalcomponentswithsphericalsurfaces
AT mifilonova investigationsonstressesinopticalcomponentswithsphericalsurfaces
AT vokuznechik investigationsonstressesinopticalcomponentswithsphericalsurfaces