Abstract
Abstract
Many components in conventional and nuclear power plant and chemical plant are subjected to steady mechanical and cyclic thermal loads. The life of such components may be governed by the accumulation of inelastic strain and/or deformation (i.e., ratcheting).
Elasto-plastic finite-element results for a circular plate with radially movable, direction fixed edges, subjected to steady membrane loads, steady transverse pressure loads, and cyclic through-thickness thermal loads, are given. A temperature independent, elasticperfectly plastic material model is assumed. Plastic strains are governed by the von-Mises effective stress criterion and the Prandtl-Reuss flow rule. Cyclic hardening (or softening) effects are not considered. The results are compared with the Miller-Bree uniaxial model (1)(2)(3)†
The results have been normalized with respect to the material properties so that they may be applied to plates made from any material which may be represented by the material model.
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