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Mathematical Modeling - Engineering & Technology, Mechanical Engineering - General & Miscellaneous, Mechanical Physics - Structural, Fracture Mechanics, Structural Engineering - General & Miscellaneous, Mathematical Equations - Differential
Dual Boundary Element Analysis of Crack Growth by A. Portela β€” book cover

Dual Boundary Element Analysis of Crack Growth

by A. Portela
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Explains the dual boundary element method of analyzing cracks in engineering structures, and presents an example of its application to a pin-loaded lug. The method is already established as an accurate and efficient numerical tool in linear elastic fracture mechanics applications; it incorporates two independent boundary integral equations, uses the displacement equation to model one of the crack boundaries, and the traction equation to model the other. The result is a single-region analysis to determine whether the crack threatens the integrity or function of the structure. No index. Annotation c. Book News, Inc., Portland, OR (booknews.com)

Book Details

Published
January 1, 1993
Publisher
WIT Press
Pages
192
Format
Hardcover
ISBN
9781853121876

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