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Generic role of the anisotropic surface free energy on the morphological evolution in a strained-heteroepitaxial solid droplet on a rigid substrate

机译:各向异性表面自由能在形态学上的一般作用   在刚性基底上的应变异质外延固体液滴中的演变

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摘要

A systematic study based on the self-consistent dynamical simulations ispresented for the spontaneous evolution of an isolated thin solid droplet on arigid substrate, which is driven by the surface drift diffusion induced by theanisotropic capillary forces (surface stiffness) and mismatch stresses. In thiswork, we studied the affect of surface free energy anisotropies on thedevelopment kinetics of the 'Stranski-Krastanow' island type morphology. Theanisotropic surface free energy and the surface stiffness were treated withwell accepted trigonometric functions. Although, various tilt angles andanisotropy constants were considered during simulations, the main emphasis wasgiven on the effect of rotational symmetries associated with the surfaceHelmholtz free energy topography in 2D space. Our computer simulations revealedthe formation of an extremely thin wetting layer during the development of thebell-shaped Stranski-Krastanow island through the mass accumulation at thecentral region of the droplet via surface drift-diffusion. In the strong(anomalous) anisotropy constant domain, we demonstrated the existence of twodistinct morphological modes: i) the complete stability of the initialCosine-shaped droplet just above a certain anisotropy constant threshold levelby spontaneous slight readjustments of the base and the height of the cluster;ii) the Frank-van der Merwe mode of thin film formation for very large valuesof the anisotropy constant by the spreading and coalescence of the dropletsover the substrate surface. During the course of the simulations, we havecontinuously tracked both the morphology (i.e., the peak height, the extensionof the wetting layer beyond the domain boundaries, and the triple junctioncontact angle) and energetic (the global Helmholtz free energy changesassociated with the total strain and surface energy variations) of the system.
机译:提出了基于自洽动力学模拟的系统研究,用于研究在各向异性基底上由各向异性毛细管力(表面刚度)和失配应力引起的表面漂移扩散所驱动的,在刚性基底上分离的固体细滴的自发演化。在这项工作中,我们研究了表面自由能各向异性对“ Stranski-Krastanow”岛型形态发展动力学的影响。用公认的三角函数处理各向异性表面自由能和表面刚度。尽管在模拟过程中考虑了各种倾斜角和各向异性常数,但主要重点在于二维空间中与表面亥姆霍兹自由能形貌相关的旋转对称性的影响。我们的计算机模拟显示,在钟形Stranski-Krastanow岛的发展过程中,通过液滴在表面中心扩散扩散而在液滴中心区域的质量积累,形成了非常薄的润湿层。在强(各向异性)各向异性常数域中,我们证明了两种不同的形态学模式的存在:i)通过自发轻微调整底基和团簇高度,初始余弦形液滴的完全稳定性刚好在一定的各向异性常数阈值水平之上ii)通过液滴在基板表面上的扩散和聚结,对于非常大的各向异性常数值,形成薄膜的Frank-van der Merwe模式。在仿真过程中,我们连续跟踪了形态(即峰高,润湿层超出畴界的扩展以及三重结接触角)和高能(总亥姆霍兹自由能的变化与总应变和表面能变化)。

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