Approximate analytical description of the elastic strain field due to an inclusion in a continuous medium with cubic anisotropy

作者：Nenashev A V^*; Koshkarev A A; Dvurechenskii A V

来源：Journal of Applied Physics, 2018, 123(10): 105104.

DOI：10.1063/1.5019335

We suggest an approach to the analytical calculation of the strain distribution due to an inclusion in elastically anisotropic media for the case of cubic anisotropy. The idea consists in the approximate reduction of the anisotropic problem to a (simpler) isotropic problem. This gives, for typical semiconductors, an improvement in accuracy by an order of magnitude, compared to the isotropic approximation. Our method allows using, in the case of elastically anisotropic media, analytical solutions obtained for isotropic media only, such as analytical formulas for the strain due to polyhedral inclusions. The present work substantially extends the applicability of analytical results, making them more suitable for describing real systems, such as epitaxial quantum dots. Published by AIP Publishing.

• 出版日期2018-3-14