class='kwd-title'>Keywords: Kikuchi diffraction,'/> Simulation of kinematic Kikuchi diffraction patterns from atomistic structures
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Simulation of kinematic Kikuchi diffraction patterns from atomistic structures

机译:原子结构运动学菊池衍射图的模拟

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摘要

class="kwd-title">Keywords: Kikuchi diffraction, Atomistic simulation, Crystal structure, Dislocations class="head no_bottom_margin" id="abs0010title">AbstractOne of the limitations of atomistic simulations is that many of the computational tools used to extract structural information from atomic trajectories provide metrics that are not directly compatible with experiments for validation. In this work, to bridge between simulation and experiment, a method is presented to produce simulated Kikuchi diffraction patterns using data from atomistic simulations, without requiring a priori specification of the crystal structure or defect periodicity. The Kikuchi pattern simulation is based on the kinematic theory of diffraction, with Kikuchi line intensities computed via a discrete structure factor calculation. Reciprocal lattice points are mapped to Kikuchi lines using a geometric projection of the reciprocal space data. This method is validated using single crystal atomistic models, and the novelty of this approach is emphasized by simulating kinematic Kikuchi diffraction patterns from an atomistic model containing a nanoscale dislocation loop. Deviations in kinematic Kikuchi line intensities are explained considering the displacement field of the dislocation loop, as is done in diffraction contrast theory.
机译:<!-fig ft0-> <!-fig @ position =“ anchor” mode =文章f4-> <!-fig mode =“ anchred” f5-> <!-fig / graphic | fig / alternatives / graphic mode =“ anchored” m1-> class =“ kwd-title”>关键字:菊池衍射,原子模拟,晶体结构,位错 class =“ head no_bottom_margin” id =“原子模拟的局限性之一是,许多用于从原子轨迹提取结构信息的计算工具所提供的度量标准与验证实验不直接兼容。在这项工作中,为了在模拟和实验之间架起桥梁,提出了一种方法,该方法可使用来自原子模拟的数据来生成模拟的菊池衍射图,而无需先验指定晶体结构或缺陷周期性。菊池图案模拟基于衍射的运动学原理,菊池线强度通过离散结构因子计算来计算。使用互易空间数据的几何投影,将互易的晶格点映射到菊池线。使用单晶原子模型验证了该方法,并通过从包含纳米级位错环的原子模型模拟运动学菊池衍射图来强调这种方法的新颖性。如绕射反差理论中所做的那样,考虑了位错环的位移场来解释运动学菊池线强度的偏差。

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