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Original Articles

Atomic structure of (001) twist boundaries in f.c.c metals Structural unit model

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Pages 499-520 | Received 12 Jun 1984, Accepted 18 Oct 1984, Published online: 13 Sep 2006

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K. A. Padmanabhan & J. Schlipf. (1996) Model for grain boundary sliding and its relevance to optimal structural superplasticity Part 1—Theory. Materials Science and Technology 12:5, pages 391-399.
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J.Th. M. De Hosson & V. Vitek. (1990) Atomic structure of (111) twist grain boundaries in f.c.c metals. Philosophical Magazine A 61:2, pages 305-327.
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A.P. Sutton. (1989) Temperature-dependent interatomic forces. Philosophical Magazine A 60:2, pages 147-159.
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A.P. Sutton. (1989) On the structural unit model of grain boundary structure. Philosophical Magazine Letters 59:2, pages 53-59.
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V. Vitek. (1988) Interatomic forces in relation to the theory of dislocations. Philosophical Magazine A 58:1, pages 193-212.
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E.P. Kvam & R.W. Balluffi. (1987) Observations of hierarchical grain-boundary dislocation structures in [001] symmetric tilt boundaries in gold. Philosophical Magazine A 56:1, pages 137-148.
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S.E. Babcock & R.W. Balluffi. (1987) Secondary grain boundary dislocation structures in gold and silver 〈001〉 twist boundaries revisited. Philosophical Magazine A 55:5, pages 643-653.
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Jian Yin, Yi Wang, Xiaohan Yan, Huaiyu Hou & Jing Tao Wang. (2018) Atomistic simulation of shear-coupled motion of [1 1 0] symmetric tilt grain boundary in α-iron. Computational Materials Science 148, pages 141-148.
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Jian Han, Vaclav Vitek & David J. Srolovitz. (2017) The grain-boundary structural unit model redux. Acta Materialia 133, pages 186-199.
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Luchan Zhang, Yejun Gu & Yang Xiang. (2017) Energy of low angle grain boundaries based on continuum dislocation structure. Acta Materialia 126, pages 11-24.
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