1999
DOI: 10.1063/1.369351
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Central-cell corrections for Si and S in GaAs in a strong magnetic field

Abstract: The central-cell correction has been determined experimentally for the two donor impurities S and Si in GaAs. Data have been obtained for magnetic fields to 39 T, corresponding to ␥Ϸ6. The observed behavior is in good agreement with theory. The analysis permits accurate evaluation of zero-field central-cell corrections, yielding 0.110 and 0.059 meV for S and Si, respectively.

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Cited by 8 publications
(5 citation statements)
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“…In other semiconductor materials, such as Si and Ge, the electron is more strongly bound to the impurity center due to its larger effective mass. In this case, the electron probability density is on average [3], c) [31].…”
Section: A2 the Central Cell Correctionmentioning
confidence: 99%
“…In other semiconductor materials, such as Si and Ge, the electron is more strongly bound to the impurity center due to its larger effective mass. In this case, the electron probability density is on average [3], c) [31].…”
Section: A2 the Central Cell Correctionmentioning
confidence: 99%
“…The energy levels of shallow donor-bound electrons can be described by the Coulomb interaction between the electron and the positive charge at the donor site, modified by the effective mass of the electron (0.0665 m e ) and the dielectric constant of the material (12.56) 7,8 . This leads to electron energy levels analogous to those of the hydrogen atom, with a small correction for the actual donor species, called the central cell correction (0.110 meV for S donor) 9 . The orbital transitions are in the TeraHertz (THz) frequency regime (a few meV).…”
mentioning
confidence: 99%
“…This leads to electron energy levels analogous to those of the hydrogen atom, with a small correction for the actual donor species, called the central cell correction (0.110 meV for S donor) 9 . The orbital transitions are in the TeraHertz (THz) frequency regime (a few meV).…”
mentioning
confidence: 99%
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“…the magnetic field dependence of the CCC for our calculations is accounted for via the field dependence of the envelope function,φ(r), in the 8-band model [214]. In addition, it should be noted that for Si Ga : GaAs, the CCC was experimentally and computationally shown to have a very small magnetic field dependence for the range of values considered here [218,219].…”
Section: Magnetic Field Dependent Central-cell-correctionsmentioning
confidence: 99%