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On the Determination of the Equilibrium Surface Segregation Isotherms Form Kinetic Measurements

机译:动力学测量中平衡表面偏析等温线的确定

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Thirty years ago, Lagües and Domange studying dissolution and segregation kinetics, introduced the surface local equilibrium hypothesis. This hypothesis is based on the idea that the kinetics (diffusion) is faster in the near surface region (selvedge) than in the bulk and thus it can be assumed that the atoms just below the selvedge can be in equilibrium with the atoms of the deposit. In this contribution, based on our recent work, using three dimensional kinetic Monte Carlo (KMC) and one dimensional kinetic mean filed (KMF) models, we show that the local equilibrium can be violated even in simple cases when complex surface phenomena (defects, relaxation, size effects, etc.) are not taken into account. Furthermore we illustrate that, even if the above hypothesis is obeyed, the determination of the surface segregation isotherms from kinetics can lead to uncertain result because of the restricted validity of Fick's first equation on the nanoscale.
机译:30年前,Lagües和Domange研究了溶解和偏析动力学,提出了表面局部平衡假设。该假设基于以下思想:在近表面区域(边缘)的动力学(扩散)比在主体区域中快,因此可以假设位于边缘以下的原子可以与沉积物的原子处于平衡状态。在这项贡献的基础上,根据我们最近的工作,使用三维动力学蒙特卡洛(KMC)模型和一维动力学平均场(KMF)模型,我们表明,即使在复杂的表面现象(缺陷,松弛,尺寸影响等)。此外,我们证明,即使遵守上述假设,由于Fick第一方程在纳米尺度上的有效性受到限制,从动力学确定表面偏析等温线仍可能导致不确定的结果。

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