Anisotropy and Localization of Plastic Deformation: by Jacob Aboudi (auth.), Jean-Paul Boehler, Akhtar S. Khan

By Jacob Aboudi (auth.), Jean-Paul Boehler, Akhtar S. Khan (eds.)

Present advancements in fabrics technology, mechanics and engineering, in addition to the calls for of recent know-how, lead to a brand new and starting to be curiosity in plasticity and in bordering domain names of the mechanical habit of fabrics. This transforming into curiosity is attested to via the good fortune of either The overseas magazine of Plasticity, which after its inception speedily turned the prime magazine for plasticity study, and the sequence ofInternational Symposia on Plasticity and Its present functions, that's now the most popular foreign discussion board for plasticity learn dissemination. the 1st overseas Symposium on Plasticity and Its present purposes used to be conceived and arranged by way of Professor Akhtar S. Khan, and was once held on the college of Oklahoma (Norman, Oklahoma, united states) from July 30 to August three, 1984. It was once attended by means of over 100 scientists from fifteen international locations. "Plasticity '89: the second one foreign Symposium on Plasticity and Its present functions" was once held at Mie collage (Tsu, Japan) from July 31 to August four, 1989; this symposium used to be co-chaired via Professors Khan and Tokuda. the most emphasis of this assembly used to be on dynamic plasticity and micromechanics, even though it integrated different features of plasticity besides. It was once attended via over 2 hundred researchers from twenty-three nations.

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Extra info for Anisotropy and Localization of Plastic Deformation: Proceedings of PLASTICITY ’91: The Third International Symposium on Plasticity and Its Current Applications

Sample text

The analysis is easily extended in the manner described in [2], to the case of a chananel section of uniform thickness but arbitrary cross-section. The main conclusion is that (14) remains valid if 6 is interpreted as the angle that the normal to the curved surface of the channel makes with the plane on which Uo = O. In conclusion, we note that the simplicity of the solution presented here is a consequence of the essentially two-dimensional nature of the p~oblem. In three-dimensional problems for anisotropic solids, thermal expansion will in general cause a change in internal stress, which may result in the occurrence of plastic deformation.

N a ) . l8a . n a t 1 . (n a . E a : aa) = (m . Hb . (m .

The corresponding thermoelastic problem was studied by O'Neill, Rogers and Spencer [2]. We show that, in the case of a thermoelastic-plastic section, even for a body supporting residual stress as a result of previous plastic deformation, the thermal response is identical to that of the thermoelastic material, and that the distortion due to heating is reversible and does not lead to permanent deformation. 29 ORTHOTROPIC THERMOELMTIC-PLMTIC SOLID We consider a thermoelastic-plastic material with, locally, orthotropic symmetry and introduce an orthogonal curvilinear coordinate system OXi (i=1,2,3) such that the coordinate axes coincide with the orthotropic axes.

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