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A three-dimensional atomistic kinetic Monte Carlo study of dynamic solute-interface interaction

机译:溶质-界面相互作用的三维原子动力学蒙特卡罗研究

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A three-dimensional atomistic Kinetic Monte Carlo (aKMC) model was developed and used to study the interaction between mobile solutes and a migrating interface. While the model was developed with a simplified energetic and topological description, it was also constructed to capture, in the absence of solute, the Burke-Turnbull model for interface migration and, in the presence of solutes, solute segregation to different types of interface sites. After parameterizing the model, simulations were performed to study the relationship between average interface velocity and imposed driving pressure for varying solute concentration and solute diffusivity. Despite significant differences in the underlying assumptions of numerical and analytical solute drag models, the latter was found to be a phenomenological tool that adequately captures the trends observed by the aKMC simulations (e.g. the effect of solute concentration on solute drag pressure). One trend that could not be adequately explained was the observed dependence of maximum drag pressure on solute diffusivity. This effect is attributed to the coupling between the structure of a migrating interface and the ability for solute to remain segregated to the interface.
机译:建立了三维原子动力学蒙特卡洛(aKMC)模型,并用于研究流动性溶质与迁移界面之间的相互作用。虽然开发该模型时具有简化的能量和拓扑描述,但它也可以捕获没有界面溶质的Burke-Turnbull模型用于界面迁移,并且在存在界面溶质的情况下,可以将界面分离的溶质隔离到不同类型的界面部位。参数化模型后,进行仿真以研究平均界面速度与施加的驱动压力之间的关系,以改变溶质浓度和溶质扩散率。尽管数值和分析溶质阻力模型的基本假设存在显着差异,但发现后者是一种现象学工具,可以充分捕捉通过aKMC模拟观察到的趋势(例如,溶质浓度对溶质阻力压力的影响)。无法充分解释的一种趋势是观察到最大阻力对溶质扩散性的依赖性。该效应归因于迁移界面的结构与溶质保持隔离在界面之间的能力之间的耦合。

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