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- W2010793554 abstract "Extending Hencky's interpretation for Mises' yield condition to anisotropic materials, it is first assumed that the plastic deformation occurs when the elastic distortion energy attains to a certain constant value. Then, the shearing stress and the shearing strain intensities are defined in terms of the elastic and the plastic distortion energy. By assuming the deformation theory of plasticity along with the hydrostatic pressure insensitivity of material response, trigonometric representations of stress and strain are derived in order to formulate an elastic-plastic constitutive equation for transversely isotropic materials. Yield conditions and the corresponding yield loci for the relevant materials are also discussed. As an application of the resulting constitutive equation, elastic-plastic bending of perforated circular plates is analysed by modelling them by equivalent homogeneous transversely isotropic plates." @default.
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- W2010793554 title "An elastic-plastic constitutive equation for transversely isotropic materials and its application to the bending of perforated circular plates" @default.
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- W2010793554 doi "https://doi.org/10.1016/0020-7403(82)90027-3" @default.
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