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Short-Range-Order for fcc-based binary alloys Revisited from Microscopic Geometry

机译:基于fcc的二元合金的短程有序从微观角度重新审视   几何

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摘要

Short-range order (SRO) in disordered alloys is typically interpreted ascompetition between chemical effect of negative (or positive) energy gain bymixing constituent elements and geometric effects comes from difference ineffective atomic radius. Although we have a number of theoretical approaches toquantitatively estimate SRO at given temperatures, it is still unclear tosystematically understand trends in SRO for binary alloys in terms of geometriccharacter, e.g., effective atomic radius for constituents. Since chemicaleffect plays significant role on SRO, it has been believed that purelygeometric character cannot quantitatively explain the SRO trends. Despite theseconsiderations, based on the density functional theory (DFT) calculations onfcc-based 28 equiatomic binary alloys, we find that while convensionalGoldschmidt or DFT-based atomic radius for constituents have no significantcorrelation with SRO, atomic radius for specially selected structure,constructed purely from information about underlying lattice, can successfullycapture the magnitude of SRO. These facts strongly indicate that purelygeometric information of the system plays central role to determinecharacteristic disordered structure.
机译:无序合金中的短程有序(SRO)通常被解释为通过混合构成元素产生的负(或正)能量获得的化学效应与几何效应之间的竞争,这种效应来自不同的无效原子半径。尽管我们有许多理论方法来定量估算给定温度下的SRO,但仍不清楚如何从几何特征(例如成分的有效原子半径)方面系统地了解二元合金的SRO趋势。由于化学效应在SRO中起着重要作用,因此人们认为,纯几何特征不能定量地解释SRO趋势。尽管有这些考虑,基于密度泛函理论(DFT)对基于fcc的28种等原子二元合金的计算,我们发现尽管常规的Goldschmidt或基于DFT的成分的原子半径与SRO没有显着相关性,但对于特殊选择的结构,原子半径纯粹是由有关基础晶格的信息,可以成功捕获SRO的大小。这些事实强烈表明,系统的纯几何信息在确定特征无序结构方面起着核心作用。

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    Yuge, Koretaka;

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