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Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs

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Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs. / Hayes, David; Allford, Craig; Smith, George et al.
In: Semiconductor Science and Technology, Vol. 32, No. 8, 085002, 04.07.2017.

Research output: Contribution to Journal/MagazineJournal articlepeer-review

Harvard

Hayes, D, Allford, C, Smith, G, McIndo, C, Hanks, L, Gilbertson, A, Cohen, L, Zhang, S, Clarke, E & Buckle, P 2017, 'Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs', Semiconductor Science and Technology, vol. 32, no. 8, 085002. https://doi.org/10.1088/1361-6641/aa75c8

APA

Hayes, D., Allford, C., Smith, G., McIndo, C., Hanks, L., Gilbertson, A., Cohen, L., Zhang, S., Clarke, E., & Buckle, P. (2017). Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs. Semiconductor Science and Technology, 32(8), Article 085002. https://doi.org/10.1088/1361-6641/aa75c8

Vancouver

Hayes D, Allford C, Smith G, McIndo C, Hanks L, Gilbertson A et al. Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs. Semiconductor Science and Technology. 2017 Jul 4;32(8):085002. Epub 2017 May 30. doi: 10.1088/1361-6641/aa75c8

Author

Hayes, David ; Allford, Craig ; Smith, George et al. / Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs. In: Semiconductor Science and Technology. 2017 ; Vol. 32, No. 8.

Bibtex

@article{c71ce7df416448a98f410c90481651ed,
title = "Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs",
abstract = "We report magnetotransport measurements of InSb/Al1-x In x Sb modulation doped quantum well (QW) structures and the extracted transport $({\tau }_{{\rm{t}}})$ and quantum $({\tau }_{{\rm{q}}})$ lifetime of carriers at low temperature $(\lt 2\,{\rm{K}}).$ We consider conventional transport lifetimes over a range of samples with different doping levels and carrier densities, and deduce different transport regimes dependent on QW state filling calculated from self-consistent Schr{\"o}dinger–Poisson modelling. For samples where only the lowest QW subband is occupied at electron densities of $2.13\times {10}^{11}$ cm−2 and $2.54\times {10}^{11}$ cm−2 quantum lifetimes of ${\tau }_{{\rm{q}}}\approx 0.107$ ps, and ${\tau }_{{\rm{q}}}\approx 0.103$ ps are extracted from Shubnikov–de Haas oscillations below a magnetic field of $0.8$ T. The extracted ratios of transport to quantum lifetimes, ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}\approx 17$ and ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}\approx 20\,\,$are similar to values reported in other binary QW two-dimensional electron gas systems, but are inconsistent with predictions from transport modelling which assumes that remote ionized donors are the dominant scattering mechanism. We find the low ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}$ ratio and the variation in transport mobility with carrier density cannot be explained by reasonable levels of background impurities or well width fluctuations. Thus, there is at least one additional scattering mechanism unaccounted for, most likely arising from structural defects.",
author = "David Hayes and Craig Allford and George Smith and Christopher McIndo and Laura Hanks and Adam Gilbertson and Lesley Cohen and Shiyong Zhang and Edmund Clarke and Philip Buckle",
year = "2017",
month = jul,
day = "4",
doi = "10.1088/1361-6641/aa75c8",
language = "English",
volume = "32",
journal = "Semiconductor Science and Technology",
issn = "0268-1242",
publisher = "Institute of Physics Publishing",
number = "8",

}

RIS

TY - JOUR

T1 - Electron transport lifetimes in InSb/Al1-xInxSb quantum well 2DEGs

AU - Hayes, David

AU - Allford, Craig

AU - Smith, George

AU - McIndo, Christopher

AU - Hanks, Laura

AU - Gilbertson, Adam

AU - Cohen, Lesley

AU - Zhang, Shiyong

AU - Clarke, Edmund

AU - Buckle, Philip

PY - 2017/7/4

Y1 - 2017/7/4

N2 - We report magnetotransport measurements of InSb/Al1-x In x Sb modulation doped quantum well (QW) structures and the extracted transport $({\tau }_{{\rm{t}}})$ and quantum $({\tau }_{{\rm{q}}})$ lifetime of carriers at low temperature $(\lt 2\,{\rm{K}}).$ We consider conventional transport lifetimes over a range of samples with different doping levels and carrier densities, and deduce different transport regimes dependent on QW state filling calculated from self-consistent Schrödinger–Poisson modelling. For samples where only the lowest QW subband is occupied at electron densities of $2.13\times {10}^{11}$ cm−2 and $2.54\times {10}^{11}$ cm−2 quantum lifetimes of ${\tau }_{{\rm{q}}}\approx 0.107$ ps, and ${\tau }_{{\rm{q}}}\approx 0.103$ ps are extracted from Shubnikov–de Haas oscillations below a magnetic field of $0.8$ T. The extracted ratios of transport to quantum lifetimes, ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}\approx 17$ and ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}\approx 20\,\,$are similar to values reported in other binary QW two-dimensional electron gas systems, but are inconsistent with predictions from transport modelling which assumes that remote ionized donors are the dominant scattering mechanism. We find the low ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}$ ratio and the variation in transport mobility with carrier density cannot be explained by reasonable levels of background impurities or well width fluctuations. Thus, there is at least one additional scattering mechanism unaccounted for, most likely arising from structural defects.

AB - We report magnetotransport measurements of InSb/Al1-x In x Sb modulation doped quantum well (QW) structures and the extracted transport $({\tau }_{{\rm{t}}})$ and quantum $({\tau }_{{\rm{q}}})$ lifetime of carriers at low temperature $(\lt 2\,{\rm{K}}).$ We consider conventional transport lifetimes over a range of samples with different doping levels and carrier densities, and deduce different transport regimes dependent on QW state filling calculated from self-consistent Schrödinger–Poisson modelling. For samples where only the lowest QW subband is occupied at electron densities of $2.13\times {10}^{11}$ cm−2 and $2.54\times {10}^{11}$ cm−2 quantum lifetimes of ${\tau }_{{\rm{q}}}\approx 0.107$ ps, and ${\tau }_{{\rm{q}}}\approx 0.103$ ps are extracted from Shubnikov–de Haas oscillations below a magnetic field of $0.8$ T. The extracted ratios of transport to quantum lifetimes, ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}\approx 17$ and ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}\approx 20\,\,$are similar to values reported in other binary QW two-dimensional electron gas systems, but are inconsistent with predictions from transport modelling which assumes that remote ionized donors are the dominant scattering mechanism. We find the low ${\tau }_{{\rm{t}}}/{\tau }_{{\rm{q}}}$ ratio and the variation in transport mobility with carrier density cannot be explained by reasonable levels of background impurities or well width fluctuations. Thus, there is at least one additional scattering mechanism unaccounted for, most likely arising from structural defects.

U2 - 10.1088/1361-6641/aa75c8

DO - 10.1088/1361-6641/aa75c8

M3 - Journal article

VL - 32

JO - Semiconductor Science and Technology

JF - Semiconductor Science and Technology

SN - 0268-1242

IS - 8

M1 - 085002

ER -