1984
DOI: 10.1016/b978-0-444-86741-4.50016-0
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Optical Detection of Conduction Electron Spin Resonance in Semiconductors and its Application to k · p Perturbation Theory

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Cited by 12 publications
(8 citation statements)
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“…The change is caused by two reasons. Firstly, as in the case of conventional alloys In x Ga 1−x As [16,17], the band-gap shrinkage leads to a monotonous downward shift of the effective g-factor below the value of g-factor in GaAs matrix (g = −0.44 in GaAs at helium temperature) [14]. Secondly, the coupling with isolated nitrogen levels, with the Landé factor being positive and close to the electron g-factor in vacuum g 0 = 2, tends to shift the g value upwards, as it has been first found experimentally in InGaAsN when studying the dependence of the absorption coefficient on the magnetic field [14].…”
Section: Introductionmentioning
confidence: 99%
“…The change is caused by two reasons. Firstly, as in the case of conventional alloys In x Ga 1−x As [16,17], the band-gap shrinkage leads to a monotonous downward shift of the effective g-factor below the value of g-factor in GaAs matrix (g = −0.44 in GaAs at helium temperature) [14]. Secondly, the coupling with isolated nitrogen levels, with the Landé factor being positive and close to the electron g-factor in vacuum g 0 = 2, tends to shift the g value upwards, as it has been first found experimentally in InGaAsN when studying the dependence of the absorption coefficient on the magnetic field [14].…”
Section: Introductionmentioning
confidence: 99%
“…We approximate the bandstructure of InGaAsP with parabolic conduction and valence bands, characterized by the conduction and light-hole effective masses of 0.0481m 0 and 0.0537m 0 , respectively 40 , where m 0 =9.1x10 −31 1kg is the free electron mass. The magnitude of the matrix element used is given by 41,42 |M T | 2 =(24.9eV)m 0 /3, which corresponds to a dipole length of |x| ≈2.8nm at λ 0 =1500nm. Employing this gain model we obtain complex permittivity values for a 10nm InGaAsP QW at carrier densities representative of absorbing (Abs) and moderately inverted (Inv) states, N =1.0x16cm −3 and N =5.0x18cm −3 , respectively.…”
Section: Methodsmentioning
confidence: 99%
“…We first examine the dependence of the electron g factors on the NWQDs diameter, D. Fig. 2 In a bulk cubic semiconductors the g factor for the conduction band, using k • p theory, is given by [78,79],…”
Section: Zinc Blende Calculationsmentioning
confidence: 99%
“…Note that in Fig. 2.8 the bulk approximation is based on the g factor for a WZ crystal, given by [79] Material parameters are obtained from [76]. The WZ parameters were estimated by increasing the gaps of InAs and InP by 10% and 6% respectively [67].…”
Section: Wurtzite Correctionsmentioning
confidence: 99%
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