Published 1989 | Version v1
Journal article

An alternative approach to the Battelle 'Screening Criterion' for pipes with through-wall cracks

  • 1. Societe Franco-Americaine de Constructions Atomiques (FRAMATOME), 92 - Courbevoie (France)

Description

The Battelle 'Screening Criterion' is described, it being a way of ascertaining the validity of the limit moment, Mlim* as a lower bound for the experimental maximum value of the bending moment of a pipe with a through-wall crack (for instance in a four-point bending experiment). Therefore meeting this criterion allows the conservative application of net-section-collapse analysis. The Battelle Screening Criterion is found to be more difficult to meet if the J-integral value at initiation, Ji, is low; if the pipe mean radius, R, is high (that was expected); but also if the crack angle, 2α, is low; this last aspect is believed to be questionable. J-Estimation schemes such as GE/EPRI or R6 may be used to derive alternative criteria. When applied to an elastic/perfectly plastic material, both these procedures lead to a new screening criterion which, while similar to the Battelle expression, exhibits an inverse dependence on α. Data used by Battelle to validate its criterion can equally justify the alternative expression. Moreover, the physical meaning of the new criterion is simple; it simply states that, in order for M at initiation to reach Mlim, J must not exceed Ji for a smaller value of the applied moment. Although this new criterion seems promising, additional validation studies ought to be conducted. (author)

Additional details

Publishing Information

Journal Title
International Journal of Pressure Vessels and Piping
Journal Volume
38
Journal Issue
1
Series
Int. J. Press. Vessels Piping.
Journal Page Range
69-80
ISSN
0308-0161
CODEN
PRVPA

INIS

Country of Publication
United Kingdom
Country of Input or Organization
United Kingdom
INIS RN
20083539
Subject category
S36: MATERIALS SCIENCE;
Descriptors DEI
BENDING; CRACKS; MATHEMATICAL MODELS; PIPES; VERIFICATION
Descriptors DEC
DEFORMATION