32 research outputs found

    COMPUTER MODELING OF GRAIN BOUNDARIES IN CUBIC METALS

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    On rappelle les connaissances actuelles sur la structure des joints de grains dans les cristaux cubiques, modélisée par les techniques informatiques de simulation. On énumère et l'on met en valeur les avantages et les limites des méthodes et des potentiels interatomiques utilisés. Deux approches différentes sont décrites : La première comporte des exemples de structures spéciales de joints isolés qui concordent bien avec certaines observations expérimentales et la seconde illustre une série de structures plus générales de joints, qui réunis, forment un modèle d'unité structurelle (structural unit model) compatible avec la théorie des réseaux de coïncidence, et les observations des dislocations secondaires des joints de grains. De plus on rappellera brièvement les informations relatives aux énergies calculées de joints de grains et l'on discutera leur importance et leur degré de précision. On s'intéressera tout particulièrement aux relations entre l'énergie et la désorientation en termes relatifs au modèle de réseau des sites de coïncidence.The current knowledge of grain boundary structure in cubic crystals modeled by computer simulation techniques is reviewed. The advantages and limitations of the methods and interatomic potentials employed are detailed and emphasized. Two different approaches are described : firstly, examples are given of individual special boundary structures that have matched well with particular experimental observations and, secondly, a series of more general boundary structures are illustrated which together form a structural unit model consistent with coincidence lattice theory and observations of secondary grain boundary dislocations. The information on computed grain boundary energies is also reviewed briefly and their importance and reliability discussed. The energy /misorientation relationship is discussed particularly in terms of the coincidence lattice model

    STRUCTURAL UNIT/GRAIN BOUNDARY DISLOCATION MODEL FOR TWIST BOUNDARIES IN CUBIC CRYSTALS

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    The systematics of [001] twist boundary structure is presented formally in terms of a structural unit/grain boundary dislocation hierarchical model and the earlier model of Sutton is generalized. By comparison with experimental observation and atomistic calculation using pair-potential models the physical significance of the individual members of the hierarchy is determined. Comparison with experiment indicates a strong type primary relaxation for θ ≤ 36.9° and a significant secondary relaxation near Σ5 which must result from "oblique" perturbations in the array of primary GBD's. On the other hand, comparison with available calculated results indicates a strong type primary relaxation at low angles but a progressively weaker relaxation at higher angles. Also, no evidence is found for any significant secondary relaxations when at least one pair potential is employed. However, very recent studies indicate stronger secondary relaxations with other potentials, and this, in future work, should lead to better agreement between calculations and experiment

    Volume dependence of computed grain boundary energy

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    Over the past five years there have been numerous studies of grain boundary structure using the method of computer molecular statics which assume pairwise central potentials for the interatomic interaction. Emphasis is usually placed on relative grain boundary energies but these may be inaccurate due to various, but related, approximations and constraints implicity imposed on the calculation-namely central forces, finite model size, fixed border conditions and volume dependent contributions to the energy of the system. It is the purpose of this work to clarify how these particular properties of the model can affect the computed grain boundary energy and demonstrate instances in which the quoted energy has strictly been inaccurate. The implication of these results, especially on how they affect the method of relaxation and the resulting grain boundary structure is discussed
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