NF ISO 6336-2

NF ISO 6336-2

October 2006
Standard Cancelled

Calculation of load capacity of spur and helical gears - Part 2 : calculation of surface durability (pitting)

ISO 6336-2:2006 specifies the fundamental formulas for use in the determination of the surface load capacity of cylindrical gears with involute external or internal teeth. It includes formulas for all influences on surface durability for which quantitative assessments can be made. It applies primarily to oil-lubricated transmissions, but can also be used to obtain approximate values for (slow-running) grease-lubricated transmissions, as long as sufficient lubricant is present in the mesh at all times.

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Main informations

Collections

National standards and national normative documents

Publication date

October 2006

Number of pages

39 p.

Reference

NF ISO 6336-2

ICS Codes

21.200   Gears

Classification index

E23-030-2

Print number

2 - 01/05/2007

International kinship

Sumary
Calculation of load capacity of spur and helical gears - Part 2 : calculation of surface durability (pitting)

ISO 6336-2:2006 specifies the fundamental formulas for use in the determination of the surface load capacity of cylindrical gears with involute external or internal teeth. It includes formulas for all influences on surface durability for which quantitative assessments can be made. It applies primarily to oil-lubricated transmissions, but can also be used to obtain approximate values for (slow-running) grease-lubricated transmissions, as long as sufficient lubricant is present in the mesh at all times.

Replaced standards (1)
NF ISO 6336-2
February 2003
Standard Cancelled
Calculation of load capacity of spur and helical gears - Part 2 : calculation of surface durability (pitting)

Le présent document fait partie d'un ensemble de normes sur le calcul de la capacité de charge des roues cylindriques à denture intérieure ou extérieure et à profil en développante de cercle. La présente partie donne les formules de base à utiliser pour déterminer la résistance à la pression de contact. La pression de Hertz, indicateur significatif de la pression de contact, est l'hypothèse utilisée dans ces calculs. Cependant d'autres facteurs d'influence sont pris en compte, quand une évaluation qualitative de ces derniers est possible.

Standard replaced by (1)
NF ISO 6336-2
April 2020
Standard Current
Calculation of load capacity of spur and helical gears - Part 2 : calculation of surface durability (pitting)

<p>This document specifies the fundamental formulae for use in the determination of the surface load capacity of cylindrical gears with involute external or internal teeth. It includes formulae for all influences on surface durability for which quantitative assessments can be made. It applies primarily to oil‑lubricated transmissions, but can also be used to obtain approximate values for (slow‑running) grease‑lubricated transmissions, as long as sufficient lubricant is present in the mesh at all times.</p> <p>The given formulae are valid for cylindrical gears with tooth profiles in accordance with the basic rack standardized in ISO 53. They can also be used for teeth conjugate to other basic racks where the actual transverse contact ratio is less than <i>ε<sub>α</sub></i><sub>n</sub> = 2,5. The results are in good agreement with other methods (see References [5], [7], [10], [12]).</p> <p>These formulae cannot be directly applied for the assessment of types of gear tooth surface damage such as plastic yielding, scratching, scuffing and so on, other than that described in Clause 4.</p> <p>The load capacity determined by way of the permissible contact stress is called the "surface load capacity" or "surface durability".</p> <p>If this scope does not apply, refer to ISO 6336-1:2019, Clause 4.</p>

Table of contents
View the extract
  • Avant-propos
    iv
  • Introduction
    v
  • 1 Domaine d'application
    1
  • 2 Références normatives
    1
  • 3 Termes, définitions, symboles et termes abrégés
    2
  • 4 Détérioration par piqûres et coefficients de sécurité
    2
  • 5 Formules de base
    3
  • 5.1 Généralités
    3
  • 5.2 Coefficient de sécurité pour la résistance à la pression superficielle (contre la formation de piqûres), Sigma H
    3
  • 5.3 Pression de contact, Sigma H
    4
  • 5.4 Pression de contact admissible, Sigma HP
    5
  • 6 Facteur géométrique, Zêta H, et facteurs de contact unique, Zêta B et Zêta D
    9
  • 6.1 Facteur géométrique, Zêta H
    9
  • 6.2 Facteurs de contact unique, Zêta B et Zêta D, pour Epsilon Alpha < ou = 2
    10
  • 6.3 Facteurs de contact unique, Zêta B et Zêta D, pour Epsilon Alpha
  • 7 Facteur d'élasticité, Zêta E
    12
  • 8 Facteur de rapport de conduite, Zêta Epsilon
    13
  • 8.1 Détermination du facteur de rapport de conduite, Zêta Epsilon
    13
  • 8.2 Calcul du rapport de conduite apparent Epsilon Alpha et du rapport de recouvrement Epsilon Bêta
    15
  • 9 Facteur d'angle d'hélice, Zêta Bêta,
    16
  • 10 Résistance pour la pression de contact
    17
  • 10.1 Contraintes nominales de référence (pression de contact), Sigma êta lim' pour la Méthode B
    17
  • 10.2 Valeurs de contrainte nominale de référence pour la méthode Bêta R
    17
  • 11 Facteur de durée de vie, Zêta NT (pour les flancs)
    17
  • 11.1 Facteur de durée de vie, Zêta NT: Méthode A
    18
  • 11.2 Facteur de durée de vie, Zêta NT: Méthode B
    18
  • 12 Influences du film lubrifiant, facteurs Zêta L, Zêta V et Zêta R
    19
  • 12.1 Généralités
    19
  • 12.2 Influence du film lubrifiant: Méthode A
    20
  • 12.3 Influence du film lubrifiant, facteurs Zêta L, Zêta V et Zêta R: Méthode B
    20
  • 13 Facteur d'écrouissage, Zêta W
    25
  • 13.1 Facteur d'écrouissage, Zêta W: Méthode A
    25
  • 13.2 Facteur d'écrouissage, Zêta W: Méthode B
    26
  • 14 Facteur de dimension, Zêta X
    29
  • Annexe A (informative) Début de développante
    30
  • Bibliographie
    33
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