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The two-parameter model for strain hardening has proven to be a powerful tool in explaining the main features of dislocation storage during plastic deformation.
A physically-based model for strain hardening, using a modified version of the Kocks Mecking Estrin formalism, is presented for the precipitation states that exhibit precipitate bypassing.
The method utilizes the concepts of expanding cavity model for strain hardening materials, Tabor's rule of converting Vickers hardness to flow stress, representative plastic strain induced by indentation, and finite element modeling of the macro indentation process.
Figure 6 shows the observed versus predicted mutagenicity with this PLS model for strain TA100.
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With the consideration of steel fibers of different lengths and diameters, an analytical model for stress strain relationship of fiber reinforced concrete under compression is proposed.
In this paper a coupled model for strain-assisted diffusion is derived from the basic principles of continuum mechanics and thermodynamics, and material properties characterized using diffusion experiments.
The strip necking model for strain-hardening materials is studied in this paper, in which the stress distributed over the strip necking zone is assumed to be ultimate stress.
Within a structural example, the material model for strain-crystallizable elastomers is employed to reveal SIC in steady state rolling tires modeled within the finite element framework via a micro-meso-macro transition of the deformation and temperature field involved.
The entire rate dependent hysteresis behavior (loading unloading) is predicted accurately through the constitutive model for strains up to 10%.
This chapter provides a review of the data supporting hydrogen embrittlement processes and damage model assumptions used here to develop analytical models for strain rate effects on hydrogen-assisted fracture of metals.
Establishment of in silico metabolic models for strain engineering [ 55,56,57 ].
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