2022
DOI: 10.1088/1361-6463/ac984d
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Electronic and optical properties of InAs/InAs0.625Sb0.375 superlattices and their application for far-infrared detectors

Abstract: We calculate the electronic and optical properties of InAs/InAs0.625Sb0.375 superlattices within relativistic density functional theory. To have a good description of the electronic and optical properties, the modified Becke-Johnson exchange-correlation functional is employed to describe the band gaps correctly. First, we analyze the electronic and optical characteristics of bulk InAs and InSb, and then we investigate the InAs/InAs0.625Sb0.375 superlattice. The optical gaps deduced from the imaginary part of t… Show more

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Cited by 16 publications
(8 citation statements)
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“…Instead, the lattice polarization would significantly enhance the local charge inhomogeneity, which is the major origin of the local field effect . The similar effect has also been reported in organic systems (e.g., fullerene) or semiconductors (e.g., semiconductor superlattice) …”
supporting
confidence: 64%
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“…Instead, the lattice polarization would significantly enhance the local charge inhomogeneity, which is the major origin of the local field effect . The similar effect has also been reported in organic systems (e.g., fullerene) or semiconductors (e.g., semiconductor superlattice) …”
supporting
confidence: 64%
“…36 The similar effect has also been reported in organic systems (e.g., fullerene) 36 or semiconductors (e.g., semiconductor superlattice). 37 One step further, we studied whether the asymmetric dimensionality would influence the excited-state dynamics of the NCs by characterizing the OPLA and TPA induced exciton (τ 1 ) and multiexciton (τ 2 ) lifetime, respectively. The exciton lifetime can be extracted from the exponential decay fitting of the GSB decay at the lowest fluence (2 × 10 12 photons pulse −1 cm −2 ) corresponding to the average excitation density ⟨N⟩ from 0.04 to 0.10, where no multiexciton recombination can exist (see Figure S8).…”
mentioning
confidence: 99%
“…Recently, it was shown that the DFT + U method can resolve self-interaction errors for (semi)­local exchange correlation functionals . So, we applied the Hubbard U = (2.8–2.9) eV correction to p-states of As, which predominantly form the valence band . We also used spin-paired calculations since only information about the band gap value was required.…”
Section: Methodsmentioning
confidence: 99%
“…In particular, we have an improvement in the band gap [27], and consequently an improvement in the spin-orbit splitting close to the gap. Similar settings for the DFT calculations were used to describe HgTe and InAs [28,29].…”
Section: Appendix A: Computational Details Of the Density-functional ...mentioning
confidence: 99%