1998
DOI: 10.1002/(sici)1521-3951(199812)210:2<791::aid-pssb791>3.0.co;2-9
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Polarized Light Absorption in Direct-Gap Semiconductors Related to Bound States in a Long-Range Deformation Potential of Dislocations

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Cited by 4 publications
(3 citation statements)
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“…These states are described by the products of a dislocation-modified envelope wave function, ψ( r ), and a Bloch amplitude, u ( r ). The modification of envelopes gives rise to the optical activity upon both interband , and intraband transitions whereas the modification of amplitudes is usually neglected. To address the effect of screw dislocation on the nanocrystal chirality, we focus on the intraband transitions of electrons in semiconductor nanocrystals with a simple-cubic lattice.…”
Section: Screw Dislocations In Semiconductor Nanocrystalsmentioning
confidence: 99%
“…These states are described by the products of a dislocation-modified envelope wave function, ψ( r ), and a Bloch amplitude, u ( r ). The modification of envelopes gives rise to the optical activity upon both interband , and intraband transitions whereas the modification of amplitudes is usually neglected. To address the effect of screw dislocation on the nanocrystal chirality, we focus on the intraband transitions of electrons in semiconductor nanocrystals with a simple-cubic lattice.…”
Section: Screw Dislocations In Semiconductor Nanocrystalsmentioning
confidence: 99%
“…The aim of this work is to show that the residual internal strain and torsion of semiconducting nanocrystals with screw dislocations are among the major sources of their optical activity. The long-wavelength quantum states of electrons and holes confined by such nanocrystals are often described by assuming that the lattice distortion affects only the envelope wave functions whereas the Bloch amplitudes are the same as in the ideal lattice 52 53 . To enable the approximate analytical treatment of the nanocrystal’s electronic subsystem, we neglect the Eshelby twist and represent the semiconductor band structure by a pair of simple valence and conduction bands.…”
Section: Quantum States Of Dislocation-distorted Nanocrystalsmentioning
confidence: 99%
“…The dislocations absorb the light with photon energy of 2.67 eV via their dislocation band 15, and this energy is somewhat larger than the estimated energy. Moreover, the velocity for the dislocation glide is independent of the polarization of illuminating light 16, even though the photo‐absorption due to the dislocation band is expected to be polarized along the Burgers vector 17. These results suggest that point defect complexes involving dislocations such as soliton defects 18 and kinks, rather than dislocation cores, are the candidates for the origin of the defect level.…”
Section: Introductionmentioning
confidence: 97%