2021
DOI: 10.3116/16091833/22/2/101/2021
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Electronic band structure of cubic solid-state CdTe1�xSex solutions

Abstract: We report on the electronic band structure of solid-state solutions CdTe 1-x Se x (CTS, 0 < x ≤ 5/16) calculated in the framework of density functional theory. The structure of CTS is calculated following from the 'parent' binary compound CdTe, which is crystallized in a cubic phase. The bandgap of CTS is found to be of a direct type for all of the solid-state solutions under test. A decrease in the bandgap E g is found with increasing selenium content x. The E g (x) dependence reveals some deviations from a s… Show more

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Cited by 4 publications
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“…where the normal conditions are assumed, the bandgap units are eV, and the n's subscripts abbreviate the authors mentioned above. In equation ( 3), we have C = 95 eV, a = 4.084 eV, b = 0.62 eV −1 , A = 13.6 eV, B = 3.47 eV, n 0 = 1.73, a = 1.901 7 and b = 0.539 eV −1 [10][11][12][13]. Depending on the material studied, these different empirical relations (3) may be applied to the experimental values n and E g more or less successfully [13].…”
Section: Resultsmentioning
confidence: 99%
“…where the normal conditions are assumed, the bandgap units are eV, and the n's subscripts abbreviate the authors mentioned above. In equation ( 3), we have C = 95 eV, a = 4.084 eV, b = 0.62 eV −1 , A = 13.6 eV, B = 3.47 eV, n 0 = 1.73, a = 1.901 7 and b = 0.539 eV −1 [10][11][12][13]. Depending on the material studied, these different empirical relations (3) may be applied to the experimental values n and E g more or less successfully [13].…”
Section: Resultsmentioning
confidence: 99%