Study of Prefabricated Crack Propagation on Monocrystalline Silicon Surfaces for Grinding Damage Analysis. [PDF]
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Saturation behavior and full-field reconstruction of residual stress in quenched AISI 304 stainless steel via the contour method. [PDF]
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Runge–Kutta methods in elastoplasticity
Applied Numerical Mathematics, 2002zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bernd Simeon
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This book details the mathematics and continuum mechanics necessary as a foundation of elastoplasticity theory. It explains physical backgrounds with illustrations and provides descriptions of detailed derivation processes.
Hashiguchi, Koichi
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A neurocomputing model for the elastoplasticity [PDF]
To shorten the time of the structural analysis based on the finite element method is very important and of interest to engineers and mechanics. In this paper, on the foundation of the "Parametric Variational Principle for elastoplasticity", a new ...
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Elastoplastic Analysis of Circular Plates on Elastoplastic Foundation
Journal of Structural Engineering, 1997An elastoplastic analysis of rotationally symmetric reinforced concrete plates resting on elastoplastic subgrade under column load is presented. The plates are made of an elastic, perfectly plastic material that obeys the Johansen's yield condition and the associated flow rule.
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An Inverse Problem for an Elastoplastic Medium
SIAM Journal on Applied Mathematics, 1995Summary: Within the range of the so-called deformation theory of plasticity, the determination of unknown coefficients in a nonlinear system of equilibrium equations from overspecified data measured at the boundary is considered. This inverse problem is reformulated as a minimization problem for a certain functional.
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