2020
DOI: 10.1016/j.ijplas.2019.09.011
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A new micromechanics based full field numerical framework to simulate the effects of dynamic recrystallization on the formability of HCP metals

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Cited by 37 publications
(11 citation statements)
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“…In coupled crystal plasticity (CP) -cellular automata (CA) approaches the grain-scale plastic deformation behavior is predicted by crystal plasticity simulations either using a grid based finiteelement solver [313], [314], [322], [323] or a voxel-based fast Fourier transformation solver [312], [324], [325]. In this approach the results from a (generally) coarser grid CP simulations are first interpolated into a finer and regularly spaced cellular automata grid where the conditions of nucleation and grain growth during the recrystallization process is evaluated.…”
Section: Modeling Recrystallizationmentioning
confidence: 99%
“…In coupled crystal plasticity (CP) -cellular automata (CA) approaches the grain-scale plastic deformation behavior is predicted by crystal plasticity simulations either using a grid based finiteelement solver [313], [314], [322], [323] or a voxel-based fast Fourier transformation solver [312], [324], [325]. In this approach the results from a (generally) coarser grid CP simulations are first interpolated into a finer and regularly spaced cellular automata grid where the conditions of nucleation and grain growth during the recrystallization process is evaluated.…”
Section: Modeling Recrystallizationmentioning
confidence: 99%
“…Recently, this approach was further improved by Zhang et al (2020), who modeled the thermal interface grooving and deformation anisotropy of titanium alloys with a lamellar colony by a combination of the Monte Carlo (MC) methodand CPFEM. Lately, Nagra et al (2020) creatively improved the rate-tangent-crystal plasticity-fast Fourier transform framework proposed by Nagra et al (2017Nagra et al ( , 2018 to model the DRX behavior of hexagonal closed-packed (HCP) AZ31 alloys and further investigated the formability of the alloys by coupling the M-K approach with the CA method. The improved numerical framework has the advantage of quantifying the intrinsic characteristics, including macro stress, strain, twining volume fraction, micromechanical fields, texture evolution, and local dislocation density of HCP alloys.…”
Section: Introductionmentioning
confidence: 99%
“…Because the deformation temperature, strain, and strain rate affect the microstructure evolution of the material, several studies have focused on how the deformation temperature and strain rate affect DRX behavior, [22][23][24] and the DRX model was established based on the above factor. [25][26][27] However, few studies have investigated the deformation state, mainly focusing on whether the strain reaches the critical strain of DRX. Although extensive research has been carried out on hot processing mapping, model correction, stress-strain curve correction, and metadynamics, no single study adequately covers the relationships between the deformation parameters, power dissipation efficiency, microstructure, and DRX mechanism for the purposes of investigating DRX behavior during the flexible rolling process.…”
Section: Introductionmentioning
confidence: 99%