Temperature and density dependence of the electron Landé g factor in semiconductors

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  • Max Planck Institute for Solid State Research (MPI-FKF)
  • University of Cambridge
  • University of California at Santa Barbara
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Original languageEnglish
Pages (from-to)7911-7916
Number of pages6
JournalPhysical Review B - Condensed Matter and Materials Physics
Volume53
Issue number12
Publication statusPublished - 15 Mar 1996
Externally publishedYes

Abstract

The temperature and density dependence of spin quantum beats of electrons is measured by time-resolved photoluminescence spectroscopy and yields the electron Landé g factor in bulk GaAs, InP, and CdTe. In GaAs the g factor increases linearly from -0.44 at 4 K to -0.30 at 280 K; in InP the g factor is 1.20 at 4 K, exhibiting a very small temperature dependence up to 160 K, and in CdTe the g factor follows between T=4 K and 240 K the empirical equation g=-1.653+4×(Formula presented) T+2.8×(Formula presented). In GaAs we demonstrate the suppression of spin quantum beats due to Fermi blocking in a degenerate electron gas and measure an increase of the GaAs g factor from -0.44 at densities below 1×(Formula presented) to -0.33 at (Formula presented).

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Cite this

Temperature and density dependence of the electron Landé g factor in semiconductors. / Oestreich, Michael; Hallstein, S.; Heberle, A. et al.
In: Physical Review B - Condensed Matter and Materials Physics, Vol. 53, No. 12, 15.03.1996, p. 7911-7916.

Research output: Contribution to journalArticleResearchpeer review

Oestreich M, Hallstein S, Heberle A, Eberl K, Bauser E, Rühle WW. Temperature and density dependence of the electron Landé g factor in semiconductors. Physical Review B - Condensed Matter and Materials Physics. 1996 Mar 15;53(12):7911-7916. doi: 10.1103/PhysRevB.53.7911
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abstract = "The temperature and density dependence of spin quantum beats of electrons is measured by time-resolved photoluminescence spectroscopy and yields the electron Land{\'e} g factor in bulk GaAs, InP, and CdTe. In GaAs the g factor increases linearly from -0.44 at 4 K to -0.30 at 280 K; in InP the g factor is 1.20 at 4 K, exhibiting a very small temperature dependence up to 160 K, and in CdTe the g factor follows between T=4 K and 240 K the empirical equation g=-1.653+4×(Formula presented) T+2.8×(Formula presented). In GaAs we demonstrate the suppression of spin quantum beats due to Fermi blocking in a degenerate electron gas and measure an increase of the GaAs g factor from -0.44 at densities below 1×(Formula presented) to -0.33 at (Formula presented).",
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TY - JOUR

T1 - Temperature and density dependence of the electron Landé g factor in semiconductors

AU - Oestreich, Michael

AU - Hallstein, S.

AU - Heberle, A.

AU - Eberl, K.

AU - Bauser, E.

AU - Rühle, Wolfgang W.

PY - 1996/3/15

Y1 - 1996/3/15

N2 - The temperature and density dependence of spin quantum beats of electrons is measured by time-resolved photoluminescence spectroscopy and yields the electron Landé g factor in bulk GaAs, InP, and CdTe. In GaAs the g factor increases linearly from -0.44 at 4 K to -0.30 at 280 K; in InP the g factor is 1.20 at 4 K, exhibiting a very small temperature dependence up to 160 K, and in CdTe the g factor follows between T=4 K and 240 K the empirical equation g=-1.653+4×(Formula presented) T+2.8×(Formula presented). In GaAs we demonstrate the suppression of spin quantum beats due to Fermi blocking in a degenerate electron gas and measure an increase of the GaAs g factor from -0.44 at densities below 1×(Formula presented) to -0.33 at (Formula presented).

AB - The temperature and density dependence of spin quantum beats of electrons is measured by time-resolved photoluminescence spectroscopy and yields the electron Landé g factor in bulk GaAs, InP, and CdTe. In GaAs the g factor increases linearly from -0.44 at 4 K to -0.30 at 280 K; in InP the g factor is 1.20 at 4 K, exhibiting a very small temperature dependence up to 160 K, and in CdTe the g factor follows between T=4 K and 240 K the empirical equation g=-1.653+4×(Formula presented) T+2.8×(Formula presented). In GaAs we demonstrate the suppression of spin quantum beats due to Fermi blocking in a degenerate electron gas and measure an increase of the GaAs g factor from -0.44 at densities below 1×(Formula presented) to -0.33 at (Formula presented).

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