1999
DOI: 10.1103/physrevb.59.13314
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Application of numerical exciton-wave-function calculations to the question of band alignment inSi/Si1x

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Cited by 44 publications
(28 citation statements)
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“…For the case of unstrained Si/Ge, Δ , between Si and Ge was calculated to be between 500 and 700 meV. 5,6 Using the deformation potentials in Table II, which are justified in the Appendix, we adjusted the value of Δ , to reproduce the 40 meV type II band offset at the Si 0.70 Ge 0.30 /Si, as observed by Thewalt et al 11,12 We obtain an exact fit using Δ , = 800 meV.…”
Section: Unified Theoretical Description Of the Si-ge Systemmentioning
confidence: 99%
See 1 more Smart Citation
“…For the case of unstrained Si/Ge, Δ , between Si and Ge was calculated to be between 500 and 700 meV. 5,6 Using the deformation potentials in Table II, which are justified in the Appendix, we adjusted the value of Δ , to reproduce the 40 meV type II band offset at the Si 0.70 Ge 0.30 /Si, as observed by Thewalt et al 11,12 We obtain an exact fit using Δ , = 800 meV.…”
Section: Unified Theoretical Description Of the Si-ge Systemmentioning
confidence: 99%
“…6,10), whereas experimental results for s-Si 0.70 Ge 0.30 /unstrained-Si clearly show that the alignment is type II (lower conduction band-edge in Si). 11,12 Rieger and Vogl 9 do predict a type II alignment for s-Si 0.70 Ge 0.30 /unstrained-Si, but they use theoretical hydrostatic deformation potentials for the Δ-minimum indirect band gap that differ from experimental values. Their theoretical deformation potential for Si is much larger and for Ge is of opposite sign compared to experimental values.…”
Section: Introductionmentioning
confidence: 99%
“…1,[13][14][15][16] Furthermore, the energy band alignment at the interface between two differently composed Si 1−x Ge x layers is sensitive to the strain present in each layer. 1,[13][14][15] Van de Walle and Martin have performed band gap and band alignment calculations for Si/ Ge interfaces, 14 including calculations on Si 1−x Ge x alloys matched to either Si or Ge substrates. Their results can be used to estimate energy band discontinuities in the strained Si/ Ge material system.…”
Section: A Type-ii Band Alignment and Si/ Ge Intermixingmentioning
confidence: 99%
“…An interesting case to be studied is the system composed by a Si core wire, surrounded by a layer (internal shell) of Si 1-x Ge x and covered by a second layer (external shell) of Si. We consider that for a Ge concentration x = 0.30 this system exhibits a type-II potential for electrons in the conduction band, as in the case of core-shell wires we studied and Si/Si 1-x Ge x quantum wells in literature (Penn et al, 1999). The type-II Si/Si 1-x Ge x /Si core-multi-shell quantum wires have an interesting feature: the Si 1-…”
Section: Type-i Simentioning
confidence: 99%
“…Then, in this work we study both types of confinement, for the appropriate Ge concentrations in each case. The material parameters for Si and Ge can be easily found in litterature (Penn et al, 1999) and the parameters of the alloy were obtained by interpolation of those of the pure materials. (10) is then performed numerically and, after the minimization, we eventually obtain the total exciton energy as exc gap ehb EEE E E =+ + − , where gap E is the gap of the core material.…”
Section: Core-shell Quantum Wiresmentioning
confidence: 99%