1996
DOI: 10.1088/0268-1242/11/12/015
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Piezoreflectance study of InP near the absorption edge

Abstract: Piezoreflectance measurements were carried out on InP samples with different doping concentrations near the absorption edge in the temperature range between 20 and 300 K. We show that the large features often found below the bandgap in piezomodulated spectra of InP samples are related not only to the impurity states but also to the back-surface reflection effects. Their proximity to the band edge depends on temperature, the impurity species and the geometry of the species in which the multiple reflections occu… Show more

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Cited by 13 publications
(12 citation statements)
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“…5(a)-5(c) and the obtained values of À j ð0Þ and À j LO as well as the numbers for j AC and  j LO are listed in Table III. For comparison, the values of À LO (in terms of HWHM) for ZnSe, 9,26,27) Zn 0:56 Cd 0:44 Se, 9) CdSe (A exciton), 22) GaAs, 28) In 0:06 Ga 0:94 As, 8) InP, 29) and GaN 30,31) from other works are also included in Table III. The values of À j ð0Þ for the beryllium containing samples are much larger than those of beryllium free sample due mainly to the poorer crystalline quality of the Be-incorporated samples.…”
Section: Resultsmentioning
confidence: 99%
“…5(a)-5(c) and the obtained values of À j ð0Þ and À j LO as well as the numbers for j AC and  j LO are listed in Table III. For comparison, the values of À LO (in terms of HWHM) for ZnSe, 9,26,27) Zn 0:56 Cd 0:44 Se, 9) CdSe (A exciton), 22) GaAs, 28) In 0:06 Ga 0:94 As, 8) InP, 29) and GaN 30,31) from other works are also included in Table III. The values of À j ð0Þ for the beryllium containing samples are much larger than those of beryllium free sample due mainly to the poorer crystalline quality of the Be-incorporated samples.…”
Section: Resultsmentioning
confidence: 99%
“…above the steep slope) suggests that it should not vary with the concentration at a moderate doping level, when the Fermi level is still below the conduction band edge. The experimentally observed temperature variations of E g (T ) and ∆(n, T ), are proportional to the population of thermally excited phonons and can be estimated 11,12 using Einstein's model for the phonon spectrum. Variations of E g with the dop-ing concentration reflect the effect of band-gap narrowing combined with Fermi energy shift due to filling of the impurity band, 13 while the increase of ∆ is attributed to the combined effect of the adiabatic random phonon potential and the random potential produced by concentration fluctuations.…”
mentioning
confidence: 99%
“…For T = 78 K the constant c = 71.4 [12], giving an estimate of ∆E g ≈ 20 meV for the depleted fluctuation region. We see that the effect is sufficient to account for the blue shift of luminescence lines at T = 78 K. For T = 300 K one has c = 22.5 and the bandgap narrowing effect is reduced [33].…”
Section: Deviation From Thermal Equilibriummentioning
confidence: 78%
“…One can see that in the temperature interval 300 ≥ T ≥ 150 K the values of ∆(n, T ) are increased by ≈ 1.5 meV as compared to the undoped sample, while the difference in E g (T, n) is minimal. Variations of both E g (n, T ) and ∆(n, T ) with the temperature and the doping can be described [32,33] in the Einstein model for lattice vibrations,…”
Section: Discussion: Effects Of Spectral Filteringmentioning
confidence: 99%