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Light-element diffusion in Mg using first-principles calculations: Anisotropy and elastodiffusion

机译:使用第一性原理计算的镁中元素的扩散:各向异性和弹性扩散

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The light-elemental solutes B, C, N, and O can penetrate the surface of Mg alloys and diffuse during heat treatment or high temperature application, forming undesirable compounds. We investigate the diffusion of these solutes by determining their stable interstitial sites and the interpenetrating network formed by these sites. We use density functional theory (DFT) to calculate the site energies, migration barriers, and attempt frequencies for these networks to inform our analytical model for bulk diffusion. Due to the nature of the networks, O diffuses isotropically, while B, C, and N diffuse anisotropically. We compute the elastodiffusion tensor which quantifies changes in diffusivity due to small strains that perturb the diffusion network geometry and the migration barriers. The DFT-computed elastic dipole tensor which quantifies the change in site energies and migration barriers due to small strains is used as an input to determine the elastodiffusion tensor. We employ the elastodiffusion tensor to determine the effect of thermal strains on interstitial diffusion and find that B, C, and N diffusivity increases on crystal expansion, while O diffusivity decreases. From the elastodiffusion and compliance tensors we calculate the activation volume of diffusion and find that it is positive and anisotropic for B, C, and N diffusion, whereas it is negative and isotropic for O diffusion.
机译:轻元素溶质B,C,N和O可以穿透Mg合金的表面并在热处理或高温应用期间扩散,从而形成不良化合物。我们通过确定它们的稳定间隙位置和由这些位置形成的互穿网络来研究这些溶质的扩散。我们使用密度泛函理论(DFT)来计算这些网络的站点能量,迁移壁垒和尝试频率,以为我们的整体扩散分析模型提供依据。由于网络的性质,O各向同性扩散,而B,C和N则各向同性扩散。我们计算了弹性扩散张量,该弹性张量量化了由于扰动扩散网络几何形状和迁移壁垒的小应变而引起的扩散率变化。使用DFT计算的弹性偶极张量来量化由于小应变而引起的位能和迁移势垒的变化,用作确定弹性扩散张量的输入。我们使用弹性扩散张量确定热应变对间隙扩散的影响,发现B,C和N扩散率对晶体膨胀增加,而O扩散率下降。从弹性扩散和顺应张量中,我们计算了扩散的激活量,发现其对B,C和N扩散为正各向异性,而对于O扩散为负各向异性。

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  • 来源
    《Physical review 》 |2016年第5期| 054106.1-054106.10| 共10页
  • 作者单位

    Department of Materials Science and Engineering, University of Illinois at Urbana-Champaign, Urbana, Illinois 61801, USA;

    Department of Materials Science and Engineering, University of Illinois at Urbana-Champaign, Urbana, Illinois 61801, USA;

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