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IEC/TR 62284-ed.2.0
Effective area measurements of single-mode optical fibres - Guidance
NORMA vydaná dňa 2.12.2025
Informácie o norme:
Označenie normy: IEC/TR 62284-ed.2.0
Dátum vydania normy: 2.12.2025
Kód tovaru: NS-1252435
Počet strán: 39
Približná hmotnosť: 117 g (0.26 libier)
Krajina: Medzinárodná technická norma
Kategória: Technické normy IEC
Kategórie - podobné normy:
Anotácia textu normy IEC/TR 62284-ed.2.0 :
IEC TR 62284:2025 which is a Technical Report, applies to single-mode optical fibres. Its object is to document the methods for measuring the effective area (Aeff) of these fibres. It defines three methods of measuring Aeff. Information common to all the methods is found in the body of this document. Information specific to each method is found in the annexes. The three methods are: a) direct far-field (DFF); b) variable aperture in the far-field (VAMFF); c) near-field (NF). The reference method, used to resolve disputes, is method A, direct far-field. Effective area is an optical attribute that is specified for single-mode fibres and used in system designs probably affected by the non-linear refractive index coefficient, n2. There is agreement in both national and international standards bodies concerning the definition used in this document. Methods A, B, and C have been recognised as providing equivalent results, provided that good engineering is used in implementation. The direct far-field is the reference method because it is the most direct method and is named as the reference method for mode field diameter in IEC 60793-1-45 and ITU-T Recommendation G.650.1. A mapping function is a formula by which the measured results of one attribute are used to predict the value of another attribute on a given fibre. For a given fibre type and design, the mode field diameter (MFD) (IEC 60793-1-45) can be used to predict the effective area with a mapping function. A mapping function is specific to a particular fibre type and design. Mapping functions are generated by doing an experiment in which a sample of fibre is chosen to represent the spectrum of values of MFD and in which the fibres in the sample are measured for both MFD and Aeff. Linear regression can be used to determine the fitting coefficient, k, as defined by the following: NOTE 1 Other mathematical models can be used if they are generally more accurate. NOTE 2 See Annex E for more information. This second edition cancels and replaces the first edition published in 2003. This edition constitutes a technical revision. This edition includes the following significant technical changes with respect to the previous edition: a) improvement of the description of measurement details for B-657 fibre; b) modification of the minimum distance between the fibre end and the detector for the direct far field scan (Annex A); c) deletion of Annex H.
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