2021
DOI: 10.2355/isijinternational.isijint-2020-702
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Heterogeneous Deformation in a Commercially Pure Titanium Sheet under Dwell Fatigue Loading: Crystal Plasticity Modeling and Experiment

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Cited by 5 publications
(3 citation statements)
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“…The isotropic hardening/softening is described by the evolution of CRSS following Voce type function 40,41 : trueτ̇cαgoodbreak=βhαβ||trueγ̇β,hαβgoodbreak=h()γ[]qgoodbreak+()1goodbreak−qδαβ h()γgoodbreak=h0()1goodbreak−τ0τsexp()goodbreak−h0γτs,γgoodbreak=α=1N0t||trueγ̇αitalicdt τcgoodbreak=τsgoodbreak+()τ0goodbreak−τsexp()goodbreak−h0γτs where δαβ, hαα, and hαβ are Kronecker delta, self, and latent hardening modulus; γ is the sum of the accumulated plastic slips on all slip systems; and q is the ratio of latent hardening moduli to self‐hardening moduli and set to 1 in the current study. h0, τ0, and τs are the initial hardening moduli, the initial, and saturated value of CRSS.…”
Section: Cpfe Simulationmentioning
confidence: 99%
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“…The isotropic hardening/softening is described by the evolution of CRSS following Voce type function 40,41 : trueτ̇cαgoodbreak=βhαβ||trueγ̇β,hαβgoodbreak=h()γ[]qgoodbreak+()1goodbreak−qδαβ h()γgoodbreak=h0()1goodbreak−τ0τsexp()goodbreak−h0γτs,γgoodbreak=α=1N0t||trueγ̇αitalicdt τcgoodbreak=τsgoodbreak+()τ0goodbreak−τsexp()goodbreak−h0γτs where δαβ, hαα, and hαβ are Kronecker delta, self, and latent hardening modulus; γ is the sum of the accumulated plastic slips on all slip systems; and q is the ratio of latent hardening moduli to self‐hardening moduli and set to 1 in the current study. h0, τ0, and τs are the initial hardening moduli, the initial, and saturated value of CRSS.…”
Section: Cpfe Simulationmentioning
confidence: 99%
“…where τ is the Kirchhoff stress and can be calculated by the Cauchy stress σ. s Ãα and m Ãα are the direction of slip and normal to the slip plane on the slip system α in the deformed lattice. The isotropic hardening/softening is described by the evolution of CRSS following Voce type function 40,41 :…”
Section: Constitutive Modelmentioning
confidence: 99%
“…The isotropic hardening/softening is described via the evolution of CRSS following Voce type function [38,39]:…”
Section: Kinematics and Kineticsmentioning
confidence: 99%