1974
DOI: 10.1002/pssa.2210260102
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Mobility of holes of zinc-blende III–V and II–VI compounds

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1975
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Cited by 94 publications
(40 citation statements)
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“…The peak at 1.1952 eV is close to the estimated position of the no-phonon line (1.215 eV) of the band-Ge acceptor transitions (Žďánský et al, 2001 Fine spectral features of the PL spectra, low donor and acceptor concentrations, and high mobilities indicate that Pr addition to the growth melts results in high purity p-type InP layers. The RT hole mobility of the InP:(Pr) sample of 144 cm 2 /Vs is close to the value theoretically expected for pure p-type InP (Kranzer, 1974). Maximum mobility of 848 cm 2 /Vs is reached at 130 K. This value is slightly smaller than low concentration Zn, Cd, and Mg doped p-type InP (Kuphal, 1981).…”
Section: Terbium Dysprosium and Praseodymiumsupporting
confidence: 85%
“…The peak at 1.1952 eV is close to the estimated position of the no-phonon line (1.215 eV) of the band-Ge acceptor transitions (Žďánský et al, 2001 Fine spectral features of the PL spectra, low donor and acceptor concentrations, and high mobilities indicate that Pr addition to the growth melts results in high purity p-type InP layers. The RT hole mobility of the InP:(Pr) sample of 144 cm 2 /Vs is close to the value theoretically expected for pure p-type InP (Kranzer, 1974). Maximum mobility of 848 cm 2 /Vs is reached at 130 K. This value is slightly smaller than low concentration Zn, Cd, and Mg doped p-type InP (Kuphal, 1981).…”
Section: Terbium Dysprosium and Praseodymiumsupporting
confidence: 85%
“…where μ p ¼ 57ðe 252=T À 1Þcm 2 =V s is the mobility of the charge carriers [39]. We investigate the effect of the temperature in this analysis of DOS profile of the dominant traps, obtained from I-V curves.…”
Section: Sclc Analysismentioning
confidence: 99%
“…Kranzer in his review article 6 has treated the problem of hole mobility of various III-V and II-VI compound semiconductors, solving the Boltzmann transport equation ͑BTE͒ exactly in two k-space coordinates. Kranzer assumes a spherical parabolic model for both bands; while this model is strictly not correct, the effect of band-warping is taken into account by postulating two effective masses for each band, one of which describes the density-of-states, thus entering the expressions for scattering rates, while the other describes the group velocity, thus entering expressions for the current.…”
Section: Introductionmentioning
confidence: 99%
“…One of the limitations of Ref. 6 as applied to the problem under study is the nondegenerate approximation to the BTE: however this is not a serious limitation and it is only slightly more cumbersome to treat the full BTE. Reference 7 presents hole mobility calculations with intraband optical-mode phonon scattering treated exactly using a variational approach; however interband scattering is still treated under the relaxation time approximation.…”
Section: Introductionmentioning
confidence: 99%
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