Accession Number : AD0837163
Title : STRESS REVERSAL IN BONDING MATERIALS BETWEEN FIBERS,
Corporate Author : WATERVLIET ARSENAL NY
Personal Author(s) : Pu, S. L. ; Sadowsky, M. A.
Report Date : 1968
Pagination or Media Count : 15
Abstract : Plane elastostatic analysis of an infinite plate containing a circular hole under uniform tension at infinity was first given by Kirsch. The solution for the case of a row of circular holes in an infinite plate was obtained by Sadowsky and Howland. Details on stresses in a plate containing two holes were discussed by Ling for holes of equal size and by Davies and Hoddinott for holes of unequal size. The analogous problem for a circular inclusion was solved by Goodier. This paper is to discuss in some detail the stresses in an infinite plate containing two rigid circular inclusions of the same size. Extension to cases of elastic inclusions, of two inclusions of unequal size and of an inclusion near the straight boundary of a semi-infinite plane under tension parallel to this boundary will be published elsewhere. (Author)
Descriptors : *BONDING), (*MATERIALS, (*FIBERS, STRESSES), CYLINDRICAL BODIES, ELASTIC PROPERTIES, MATHEMATICAL ANALYSIS, DEFECTS(MATERIALS), MICROSTRUCTURE, LOADS(FORCES), FUNCTIONS(MATHEMATICS), BOUNDARY VALUE PROBLEMS, FOURIER ANALYSIS.
Subject Categories : Miscellaneous Materials
Mfg & Industrial Eng & Control of Product Sys
Distribution Statement : APPROVED FOR PUBLIC RELEASE