FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation

The present study targets four representative GNBs (Geometrically Necessary Boundaries) in terms of their unified and quantitative evaluations based on the field theory of multiscale plasticity (FTMP). Discrete dislocation dynamics simulations on GNBs 2, 3, 4 and 7, whose details about the consistin...

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Main Authors: S Ihara, T Hasebe
Format: Article
Language:English
Published: MULTIPHYSICS 2019-09-01
Series:International Journal of Multiphysics
Online Access:http://journal.multiphysics.org/index.php/IJM/article/view/483
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author S Ihara
T Hasebe
author_facet S Ihara
T Hasebe
author_sort S Ihara
collection DOAJ
description The present study targets four representative GNBs (Geometrically Necessary Boundaries) in terms of their unified and quantitative evaluations based on the field theory of multiscale plasticity (FTMP). Discrete dislocation dynamics simulations on GNBs 2, 3, 4 and 7, whose details about the consisting dislocations have been experimentally identified and theoretically evaluated by Hong, Winther, et al., are conducted. Applying the FTMP-based duality diagram representation scheme to the formation processes reveals a systematic interrelationship that further governs the stability of the GNBs, i.e., all the GNBs exhibit a common tendency to converge ultimately to a single master curve. This leads us to propose a postulate about the stability/instability criterion that involves their dynamic interactions with external disturbances.
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spelling doaj.art-e01d033d58df4dfc973085a326bf086b2023-09-03T05:16:16ZengMULTIPHYSICSInternational Journal of Multiphysics1750-95482048-39612019-09-0113310.21152/1750-9548.13.3.253394FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocationS Ihara0T HasebeKobe UniversityThe present study targets four representative GNBs (Geometrically Necessary Boundaries) in terms of their unified and quantitative evaluations based on the field theory of multiscale plasticity (FTMP). Discrete dislocation dynamics simulations on GNBs 2, 3, 4 and 7, whose details about the consisting dislocations have been experimentally identified and theoretically evaluated by Hong, Winther, et al., are conducted. Applying the FTMP-based duality diagram representation scheme to the formation processes reveals a systematic interrelationship that further governs the stability of the GNBs, i.e., all the GNBs exhibit a common tendency to converge ultimately to a single master curve. This leads us to propose a postulate about the stability/instability criterion that involves their dynamic interactions with external disturbances.http://journal.multiphysics.org/index.php/IJM/article/view/483
spellingShingle S Ihara
T Hasebe
FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation
International Journal of Multiphysics
title FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation
title_full FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation
title_fullStr FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation
title_full_unstemmed FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation
title_short FTMP-based simulations and evaluations of Geometrically-Necessary Boundaries (GNBs) of dislocation
title_sort ftmp based simulations and evaluations of geometrically necessary boundaries gnbs of dislocation
url http://journal.multiphysics.org/index.php/IJM/article/view/483
work_keys_str_mv AT sihara ftmpbasedsimulationsandevaluationsofgeometricallynecessaryboundariesgnbsofdislocation
AT thasebe ftmpbasedsimulationsandevaluationsofgeometricallynecessaryboundariesgnbsofdislocation