ASTM E 739 : 2010

Name: ASTM E 739 : 2010
Brand: ASTM
Price: 75.00 USD

Superseded

View Superseded by

Standard Practice for Statistical Analysis of Linear or Linearized Stress-Life (S-N) and Strain-Life (ε-N) Fatigue Data

Available format(s)

Hardcopy , PDF

Superseded date

11-11-2014

Language(s)

English

Published date

11-01-2010

Publisher

American Society for Testing and Materials

CONTAINED IN VOL. 03.01, 2015 Defines S-N and EPSILON-N relationships that may be reasonably approximated by a straight line (on appropriate coordinates) for a specific interval of stress or strain.

1.1 This practice covers only S-N and ε-N relationships that may be reasonably approximated by a straight line (on appropriate coordinates) for a specific interval of stress or strain. It presents elementary procedures that presently reflect good practice in modeling and analysis. However, because the actual S-N or ε-N relationship is approximated by a straight line only within a specific interval of stress or strain, and because the actual fatigue life distribution is unknown, it is not recommended that (a) the S-N or ε-N curve be extrapolated outside the interval of testing, or (b) the fatigue life at a specific stress or strain amplitude be estimated below approximately the fifth percentile (P ≃ 0.05). As alternative fatigue models and statistical analyses are continually being developed, later revisions of this practice may subsequently present analyses that permit more complete interpretation of S-N and ε-N data.

Committee	E 08
DocumentType	Standard Practice
Pages	7
ProductNote	Reconfirmed 2010
PublisherName	American Society for Testing and Materials
Status	Superseded
SupersededBy	ASTM E 739 : 2010 : R2015
Supersedes	ASTM E 739 : 1991 : R2004 : EDT 1

ASTM E 513 : 1974	DEFINITIONS OF TERMS RELATING TO CONSTANT-AMPLITUDE, LOW-CYCLE FATIGUE TESTING
ASTM E 606/E606M : 2012 : REDLINE	Standard Test Method for Strain-Controlled Fatigue Testing
ASTM E 206 : 1972 : R1979	Definitions of Terms Relating to Fatigue Testing and the Statistical Analysis of Fatigue Data (Withdrawn 1988)