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• W139254450 abstract "Asymptotic solutions of the stress and strain fields near the tip of a steadily advancing crack in an elastic-plastic solid, have been worked out by Slepyan (1976) for Mode II, and by Gao and Nemat-Nasser (1983a,b, 1984) for all three fracture modes, as well as for elastic, power-law hardening (elastic-plastic) material models; see also NematNasser and Obata (1990). Adiabatic shearbands in similar model materials have been examined analytically, mostly as one-dimensional problems; see, for example, Clifton et al. (1984), Wright and Batra (1985), Wright and Walter (1987), Burns (1990), Walter (1992), and Olmstead et al. (1994). There are many features in common between a dynamically growing crack and an advancing adiabatic shearband in an elastic-plastic solid. Here, some of these are briefly examined, focusing on near-field asymptotic solutions of these problems. Of particular interest is the effect of the assumed constitutive model on the structure of the asymptotic solutions, especially the nature of the temperature field." @default.
• W139254450 created "2016-06-24" @default.
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• W139254450 date "1997-01-01" @default.
• W139254450 modified "2023-09-23" @default.
• W139254450 title "Dynamic Crack Growth in Inelastic Solids with Application to Adiabatic Shearbands" @default.
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• W139254450 doi "https://doi.org/10.1007/978-94-011-5642-4_13" @default.
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