用有限元法计算外延薄膜的临界厚度

T. Wcislo, M. Dąbrowska-szata, L. Gelczuk
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引用次数: 0

摘要

本文介绍了有限元法在临界厚度计算中的应用。半导体异质结构已应用于许多电子和光电子器件中。外延半导体薄膜的性能和性能取决于薄膜的缺陷结构和应力状态。在外延生长过程中,前几层与衬底晶体结构相一致。随着薄膜厚度的增加,应力的增大引起位错的形核。这部分地松弛了由于晶格不匹配造成的应变。发生这种情况的厚度被定义为临界厚度。自Frank和Van der Merve的开创性工作以来,临界成核厚度的计算一直是一个相当重要的研究课题。采用有限元法对应变外延层和衬底进行了模拟。最后,提出了基于能量平衡法的临界厚度计算方法。
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Critical thickness of epitaxial thin films using Finite Element Method
In the paper, finite element methodology applied to critical thickness calculation has been presented. Semiconductor heterostructures have been applied to many electronic and optoelectronic devices. The performance and properties of epitaxial semiconductor thin film depend on the defects structure and stress-state of the film. During epitaxial growth first few layers are coherent with a substrate crystalline structure. As film thickness increases, growing stress causes nucleation of dislocations. This partially relaxes the strain due to lattice mismatch. A thickness at which this occurs is defined as a critical thickness. Calculation of critical thickness for the nucleation has been a subject of considerable study since the pioneering work of Frank and Van der Merve. Finite Element Method (FEM) is used to simulate the strained epitaxial layer and the substrate. Finally, approach to calculate the critical thickness on the basis of energy balance approach is presented.
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