2001
DOI: 10.1063/1.1390327
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Direct-to-indirect band gap crossover for the BexZn1−xTe alloy

Abstract: We have investigated the growth and optical properties of a set of BexZn1−xTe epitaxial layers having different composition, with x ranging from 0–0.7. Comparison of the reflectivity and the photoluminescence spectra allowed us to locate the direct-to-indirect band gap crossover for this alloy at x≈0.28. The Γ→Γ direct band gap exhibits a linear dependence on composition over the entire compositional range and can be fitted to the equation EgΓ(x)=2.26*(1−x)+4.1*x. It increases linearly with BeTe content at a r… Show more

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Cited by 49 publications
(33 citation statements)
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“…The DOS are plotted on the right panel of the figure. It is visually obvious that the observed bandgap is 2·61 eV which is well in accordance with the experimental observations reported by Maksimov and Tamargo (2001) who observed a crossover at x = 0·28 with a 2·77 eV bandgap. In figure 2, we give the electronic band structure and DOS for the Be 0·48 Zn 0·52 Te alloy having lattice match with the InP.…”
Section: Electronic Band Structure and Density Of Statessupporting
confidence: 92%
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“…The DOS are plotted on the right panel of the figure. It is visually obvious that the observed bandgap is 2·61 eV which is well in accordance with the experimental observations reported by Maksimov and Tamargo (2001) who observed a crossover at x = 0·28 with a 2·77 eV bandgap. In figure 2, we give the electronic band structure and DOS for the Be 0·48 Zn 0·52 Te alloy having lattice match with the InP.…”
Section: Electronic Band Structure and Density Of Statessupporting
confidence: 92%
“…The MVCA shows -X crossover at x = 0·27. This is well in accordance with the experimentally reported composition x =0·28 (Maksimov and Tamargo 2001). The first-principles calculations have shown it to occur at x = 0·20 on the basis of five compositions including end compounds against fourteen compositions studied by us (de Almeida and Ahuja 2006).…”
Section: Figuresupporting
confidence: 84%
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“…Thus the PL peak was ascribed not to the direct gap emission but to another origin. Figure 2 shows the PL peak and the direct gap energies as a function of Be composition (x), where the Γ-X indirect gap energy of Be 0.48 Zn 0.52 Te (i.e., x = 0.48) [3] is given with the symbol ( * ). The PL peak energy agrees well with the direct gap energy when x is from 0 to 0.3.…”
Section: Characterization Of Beznsete Quaternariesmentioning
confidence: 99%
“…In this study, however, the indirect energy gap such as the X-band energy has not been investigated for this alloy. Recently the direct-to-indirect crossover of BeZnTe was discussed showing that BeZnTe has an indirect bandgap of 2.77 eV at the lattice matching point [42]. The p-type BeZnTe was grown with RF radical nitrogen doping, to evaluate the hole concentration at room temperature by the van der Pauw method.…”
Section: Characteristics Of Bezntementioning
confidence: 99%