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Statistical model for the formation of the Ge1-xSnx alloy

机译:Ge1-xSnx合金形成的统计模型

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摘要

The electronic structures of most semiconductor alloys are smooth functions of their composition. Binary alloys of group IV semiconductors are usually easy to prepare at any concentration, but this is not the case for the Ge1-xSnx alloy. Homogeneous alloys as required for nano- and optoelectronics device applications have proved difficult to form for x above a temperature-dependent critical concentration, above which Sn exhibits the tendency to segregate in the metallic cubic beta phase, spoiling the semiconducting properties. The underlying mechanism for this segregation and critical concentration was not known. Through previous accurate ab initio local defect calculations we estimated the scale of energies involved in the immediate environment around a large number of Sn defects in Ge, the relaxed configurations of the defects, and the pressure directly related to the elastic field caused by the defects. This detailed information allowed us to build a simple statistical model including the defects most relevant at low x, namely substitutional alpha-Sn and non-substitutional beta-Sn (in which a single atom occupies the centre of a Ge divacancy). Our model enables us to determine at which concentration P defects, which exhibit a tendency to segregate, can be formed in thermal equilibrium. These results coincide remarkably well with experimental findings, concerning the critical concentration above which the homogeneous alloys cannot be formed at room temperature. Our model also predicts the observed fact that at lower temperature the critical concentration increases.
机译:大多数半导体合金的电子结构是其组成的平滑函数。 IV族半导体的二元合金通常易于在任何浓度下制备,但Ge1-xSnx合金却并非如此。事实证明,对于纳米和光电子器件应用所需的均质合金,在高于温度相关的临界浓度时,x很难形成,高于此浓度时,Sn呈现在金属立方β相中偏析的趋势,破坏了半导体性能。这种分离和临界浓度的潜在机制尚不清楚。通过先前的精确的从头算局部缺陷计算,我们估算了周围大量Ge中Sn缺陷周围环境的能量规模,缺陷的松弛构型以及与缺陷引起的弹性场直接相关的压力。这些详细的信息使我们能够建立一个简单的统计模型,其中包括在低x时最相关的缺陷,即取代的α-Sn和非取代的β-Sn(其中单个原子占据Ge空位的中心)。我们的模型使我们能够确定在什么浓度下可以在热平衡中形成呈现偏析趋势的P缺陷。这些结果与关于临界浓度的实验结果非常吻合,该临界浓度不能在室温下形成均质合金。我们的模型还预测了观察到的事实,即在较低温度下,临界浓度会增加。

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