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Therefore, in this study, the ultimate load bearing capacities of specimens were estimated by the yield line method based on rigid plasticity theory as follows.
This type of constitutive models is suitable for application in forming simulations, particularly for finite element analysis and design codes based on rigid plasticity.
The underlying basis is a Taylor-type approach to rigid plasticity in bcc crystals, where the decision of slip activity is based on a purely geometric argument in terms of the rate of total deformation.
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The least-squares meshfree method (LSMFM) for rigid-plasticity based on J2-flow rule and infinitesimal theory is proposed.
To quantify these effects, we propose a rigid-plasticity shear-lag model to capture the effect of interfacial slippage at gripping ends, which can not only eliminate artifacts in measurements, but also be used to determine interfacial mechanical properties of gripping.
The finite deformation simulations use a rigid-plastic, volume hardening plasticity model for the compacting powder and a hyperelastic model for the rubber.
Closed-form expressions for the Cauchy stress, microstress, moment-stress, and the torque-twist relationship in a twisted hollow circular tube are derived for a rigid-plastic strain-gradient plasticity.
The derivation is for a cylindrical cup under the plane stress condition based on rigid perfect plasticity while force equilibrium is not considered.
The core part of the method is a new algorithm for rate-independent rigid crystal plasticity, which uses lattice rotations parametrized by Rodrigues vectors as history variables.
The extensive distribution and ample morphological variation of Eunicea flexuosa corresponds to two distinct genetic lineages with narrower distributions and more rigid phenotypic plasticity than the original description.
The extensive distribution and ample morphological variation corresponds to two distinct genetic lineages with narrower distributions and more rigid phenotypic plasticity.
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