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BS ISO 14999-4:2015

Current

Current

The latest, up-to-date edition.

Optics and photonics. Interferometric measurement of optical elements and optical systems Interpretation and evaluation of tolerances specified in ISO 10110

Available format(s)

Hardcopy , PDF

Language(s)

English

Published date

31-07-2015

€254.76
Excluding VAT

Foreword
Introduction
1 Scope
2 Normative references
3 Terms and definitions
4 Relating interferometric measurements to surface
  form deviation or transmitted wavefront deformation
5 Representation of the measured wavefront deviation
  as Zernike coefficients
6 Tolerancing of the slope deviation
Annex A (normative) - Visual interferogram analysis
Annex B (normative) - Zernike polynomials
Bibliography

Provides definitions of the optical functions and values specified in the preparation of drawings for optical elements and systems, made in accordance with ISO 10110-5 and/or ISO 10110-14 for which the corresponding nomenclature, functions, and values are listed in ISO 10110-5, Annex B. Gives guidance for their interferometric evaluation by visual analysis.

Committee
CPW/172
DevelopmentNote
Supersedes 03/319802 DC. (08/2007) Supersedes 13/30266232 DC. (08/2015)
DocumentType
Standard
Pages
38
PublisherName
British Standards Institution
Status
Current
Supersedes

Standards Relationship
ISO 14999-4:2015 Identical

ISO 10110-14:2007 Optics and photonics Preparation of drawings for optical elements and systems Part 14: Wavefront deformation tolerance
ISO 10110-5:2015 Optics and photonics — Preparation of drawings for optical elements and systems — Part 5: Surface form tolerances
ISO 4287:1997 Geometrical Product Specifications (GPS) — Surface texture: Profile method — Terms, definitions and surface texture parameters
ISO/TR 14999-2:2005 Optics and photonics Interferometric measurement of optical elements and optical systems Part 2: Measurement and evaluation techniques
ISO/TR 14999-1:2005 Optics and photonics Interferometric measurement of optical elements and optical systems Part 1: Terms, definitions and fundamental relationships

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