Isotropic hardening in micropolar plasticity |
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Authors: | P Grammenoudis Ch Tsakmakis |
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Institution: | 1.Darmstadt University of Technology, Department of Civil Engineering and Geodesy,Institute of Continuum Mechanics,Darmstadt,Germany |
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Abstract: | Experimental evidence for length scale effects in plasticity has been provided, e.g., by Fleck et al. (Acta Metall. Mater.
42:475–487, 1994). Results from torsional loadings on copper wires, when appropriately displayed, indicated that, for the
same shear at the outer radius, the normalized torque increased with decreasing specimen radius. Modeling of the constitutive
behavior in the framework of micropolar plasticity is a possibility to account for length scale effects. The present paper
is concerned with this possibility and deals with the theory developed by Grammenoudis and Tsakmakis (Contin. Mech. Thermodyn.
13:325–363, 2001; Int. J. Numer. Methods Eng. 62:1691–1720, 2005; Proc. R. Soc. 461:189–205, 2005). Both isotropic and kinematic
hardening are present in that theory, with isotropic hardening being captured in a unified manner. Here, we discuss isotropic
hardening composed of two parts, responsible for strain and gradient effects, respectively. |
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Keywords: | Micropolar plasticity Finite deformations Isotropic hardening rules Microtorsional experiments |
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