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Computer simulations of vacancy and interstitial interactions with the (a/2) 〈110〉 edge dislocation in copper

机译:铜中(a / 2)〈110〉位错的空位和间隙相互作用的计算机模拟

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All simulations are performed with a single interatomic potential, the general features of which are outlined in a paper by Johnson. Analyses of a vacancy, an interstitial, and a stable (a/2) 〈110〉 edge dislocation in copper are presented, along with calculations each describing a vacancy and an interstitial in static equilibrium at the edge of the dislocation. Vacancy and interstitial formation energies and associated strain patterns are calculated. The 〈100〉 split interstitial configuration is stable with a formation energy of 3.060 eV. The vacancy formation energy is 1.165 eV. The strain patterns agree well with those obtained by others. The (a/2) 〈110〉 edge dislocation on the {111} plane is positioned in the lattice according to a previously devised procedure which results in complete agreement between atomistic and continuum treatments in regions of small strain. Atomic displacements parallel to the dislocation line are analyzed and their variation with distance from the line is shown to be oscillatory and to damp out within about 9 Å of the line. The over‐all significance of such displacements to dislocation core simulation is discussed. The core radius and energy are calculated to be 4.8 Å and 0.278 eV per (112) plane, respectively, and the core configuration is shown to be consistent with the short‐range character of the potential. A lattice with 4080 atoms on 24 (112) planes is used to analyze the point‐defect‐dislocation interactions. With regard to a vacancy or an interstitial at the edge of the dislocation, each is bound to the dislocation having binding energies 0.247 and 0.800 eV, respectively. The atomic configuration and strain pattern associated with each bound defect are presented.
机译:所有模拟都是在单个原子间电势下进行的,Johnson的论文概述了其一般特征。提出了铜中的空位,间隙和稳定的(a / 2)〈110〉边缘位错的分析,以及分别描述位错边缘处的空位和静态平衡的间隙的计算。计算空位和间隙形成能以及相关的应变模式。 〈100〉间隙结构稳定,形成能为3.060 eV。空位形成能为1.165eV。应变模式与他人获得的应变模式非常吻合。根据先前设计的程序,将{111}平面上的(a / 2)〈110〉边缘位错定位在晶格中,从而在小应变区域的原子处理和连续处理之间达成完全一致。分析了与位错线平行的原子位移,并且显示了它们与距位错线的距离的变化是振荡的,并且在距该位错线约9Å的范围内衰减。讨论了这种位移对位错核心模拟的总体意义。每个(112)平面的铁心半径和能量分别计算为4.8Å和0.278 eV,并且铁心配置显示与电势的短程特性一致。在24(112)面上具有4080个原子的晶格用于分析点缺陷位错相互作用。关于位错边缘的空位或间隙,每个结合到具有结合能0.247和0.800eV的位错。提出了与每个结合缺陷相关的原子构型和应变模式。

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    《Journal of Applied Physics》 |1974年第3期|P.1023-1040|共18页
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  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
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