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- W2273406243 abstract "The slip-line method is one of the fundamental solving methods for the plastic deformation. However, the existing slip-fine theory, strictly speaking, is only confined to solving a rigid-perfectly plastic material under the plane strain conditions. Although some authors (such as Shield) have made an extension to the axisymmetdeally plastic problems with the aid of the perfect plasticity hypothesis, more axisymmetric problems still cannot be solved by the method. For this reason, in the present note, a new hypothesis is proposed for analysing the axisymmetric plastic problems, and then, according to this hypothesis," @default.
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- W2273406243 date "1992-11-28" @default.
- W2273406243 modified "2023-09-24" @default.
- W2273406243 title "PRINCIPAL SHEARING STRESS LOCUS THEORY OF AXISYMMETRICALLY PLASTIC FLOW" @default.
- W2273406243 doi "https://doi.org/10.1360/sb1992-37-22-1924" @default.
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