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Finite Element Analysis of Nanowire Superlattice Structures

机译:纳米线超晶格结构的有限元分析

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Finite Element calculations were performed on finite nanowire superlattice (NWSL) structures with a cylindrical cross section so as to determine electronic eigenstates and energy eigenvalues. In recent years, such structures have been grown as they are good candidates for use in active regions of future optoelectronic devices. In particular, we analyzed the qualitative differences in terms of wavefunctions and energy eigenvalues between structures containing the same number of barriers and wells (asymmetrical) and structures where the number of barrier layers is one above the number of well layers (symmetrical). Dirichlet boundary conditions were imposed on the surface of the nanowire structures corresponding to the case where the nanostructure environment is vacuum. We compared our results with those available for the Kronig-Penney model describing infinite NWSLs. Asymmetrical NWSL structures show qualitative and quantitative differences as compared to both symmetrical NWSL structures and infinite periodic NWSL structures.
机译:有限元的计算用的圆筒形的横截面上有限纳米线超晶格(NWSL)结构执行,以便确定电子本征态和能量本征值。近年来,这样的结构已经成长为他们在今后的光电子器件的有源区利用良好的候选人。特别地,我们分析了在含有相同数量的障碍和阱(非对称)和结构的结构之间的波函数和能量本征值方面的质的差别,其中势垒层的数量是一个以上的阱层(对称)的数量。狄利克雷边界条件被强加相应于所述纳米结构的环境是真空的情况下的纳米线结构的表面上。我们比较我们与那些可用于克勒尼希 - 彭尼模型描述无限NWSLs结果。相比于两个对称NWSL结构和无限定期NWSL结构不对称NWSL结构显示定性和定量的差异。

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