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Electronic and optical properties of orientational superlattices in GaInP alloys

机译:GaIP合金中取向超晶格的电子和光学特性

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We demonstrate the formation, and the electronic and optical properties of a novel type of semiconductor superlattice in spontaneously ordered GaInP alloys. The most frequently observed ordered structure in MOCVD grown GamP has CuPt symmetry where the ordering directions occur in the two [111]{sub}B directions, corresponding to two distinct ordered variants. A new type of superlattice, termed an orientational superlattice, emerges as the ordered domains are stacked in a sequence whereby the ordering direction switches alternatively from the [1{top}(-)11] direction in one domain to the [11{top}(-)1] direction in the next domain. The novelty of this type of superlattice lies in that there is neither a band-gap nor an effective mass discontinuity along the superlattice axis. When the GaInP epilayer is grown on an exact (001) or [111] {sub}A tilt GaAs substrate, the two ordered variants are equally favorable. Thus, ordered domain twins appear in ordered GaInP epilayers. We present a comparitive study between the single-variant ordered structure and the double-variant ordered superlattice structure, using TEM and time-resolved differential absorption. We show that for a same order parameter, the band-gap of an orientational superlattice is higher than that of a single-variant ordered structure, and the in-plane optical anisotropy between the [1{top}(-)10] and [110] directions is greatly enhanced due to the superlattice effect. The experimental results are explained in terms of the band structure of the orientational superlattice.
机译:我们证明了在自发有序的GAINP合金中新颖的半导体超晶格的形成和电子和光学特性。 MOCVD生长堵塞中最常观察到的有序结构具有CUPT对称性,其中排序方向在两个[111] {sub} B方向上发生,对应于两个不同的有序变体。一种新的超晶格称为取向超晶格,因为排序域以序列堆叠,其中排序方向交替地从一个域中的[1 {顶部}( - )11]方向转换为[11 {top} ( - )1]下一个域中的方向。这种类型的超晶格的新颖性在于,沿着超晶格轴线既没有带空隙也不是有效的质量不连续性。当GAINP ePilayer在精确的(001)或[111] {SUB}倾斜GAAS衬底上时,两个有序的变体同样有利。因此,有序的域双胞胎出现在有序的GainP外延。我们在单变量有序结构和双变量有序超晶格结构之间呈现比较研究,使用TEM和时间解决的差分吸收。我们表明,对于相同的订单参数,取向超晶格的带间隙高于单变量有序结构的带间隙,以及[1 {top}( - )10]和[)之间的平面内光学各向异性。 110]由于超晶格效应,方向大大提高。实验结果在取向超晶格的频带结构方面解释。

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