33992 |
Creator |
bb540da6e57efd5efcf39c030188584d |
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Date |
2012-09 |
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Is Part Of |
repository |
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Is Part Of |
p00137944 |
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abstract |
A theoretical basis is presented for determining the significance of a residual stress
distribution of arbitrary shape on the crack tip stress intensity factor for a centre-cracked
plate as a function of crack length. The Fourier series based approach enables one
to increasingly add more spatial definition to the stress field and thereby determine
the level of detailed knowledge of the residual stress required to make a reliable
assessment of structural integrity. The approach is applied to examples of measured
symmetric distributions of residual stresses in welded plates and used to determine
the significance of residual stress lengthscales in fracture mechanics analysis. |
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authorList |
authors |
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status |
peerReviewed |
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uri |
http://data.open.ac.uk/oro/document/66561 |
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uri |
http://data.open.ac.uk/oro/document/66562 |
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uri |
http://data.open.ac.uk/oro/document/66563 |
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uri |
http://data.open.ac.uk/oro/document/66776 |
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volume |
91 |
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type |
AcademicArticle |
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type |
Article |
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label |
Bouchard, P. John (2012). Fourier basis for the engineering assessment of cracks
in residual stress fields. Engineering Fracture Mechanics, 91 pp. 37–50. |
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label |
Bouchard, P. John (2012). Fourier basis for the engineering assessment of cracks
in residual stress fields. Engineering Fracture Mechanics, 91 pp. 37–50. |
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Title |
Fourier basis for the engineering assessment of cracks in residual stress fields |
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in dataset |
oro |