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- W70104284 abstract "This paper treats the problem of predicting fracture in a brittle solid loaded by a spherical indenter. Two quite different approaches have been take in the literature. One is based on the Weibull probabalistic treatment of brittle strength while the other makes use of concepts from linear elastic fracture mechanics. It is shown that both approaches provide useful information for this fracture problem and their advantages and limitations are discussed. Finally, it is shown that the classical Auerbach's law which relates mean fracture load P to the indenter radius R in the form p ~ R is a simple consequence of linear elastic fracture mechanics if it is assumed that the brittle solid contains a large range of flaw sizes at all locations." @default.
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- W70104284 date "1984-01-01" @default.
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- W70104284 title "FLAWS, FRACTURE MECHANISMS AND HERTZIAN CRACKS IN BRITTLE SOLIDS" @default.
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- W70104284 doi "https://doi.org/10.1016/b978-1-4832-8372-2.50098-1" @default.
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