2011
DOI: 10.1063/1.3533963
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Minority electron mobilities in GaAs, In0.53Ga0.47As, and GaAs0.50Sb0.50 calculated within an ensemble Monte Carlo model

Abstract: Articles you may be interested inFull-band Monte Carlo simulation of high-energy carrier transport in single photon avalanche diodes with multiplication layers made of InP, InAlAs, and GaAs Monte Carlo study of kink effect in short-channel InAlAs/InGaAs high electron mobility transistors Ensemble Monte Carlo analysis of self-heating effects in graded heterojunction bipolar transistorsThe minority electron transport is crucial for the performances of heterojunction bipolar transistors ͑HBTs͒. Among the III-V se… Show more

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Cited by 23 publications
(23 citation statements)
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“…Indeed, the presence of an extra valley close to the conduction band minimum has several implications, as seen in GaAsSb for example. 45 First, electrons in the satellite valley virtually have less kinetic energy than in the main valley, because of the 0.2 eV offset. This translates into overall smaller electron velocities than if the material only had a single conduction valley.…”
Section: --The Satellite Valleymentioning
confidence: 99%
“…Indeed, the presence of an extra valley close to the conduction band minimum has several implications, as seen in GaAsSb for example. 45 First, electrons in the satellite valley virtually have less kinetic energy than in the main valley, because of the 0.2 eV offset. This translates into overall smaller electron velocities than if the material only had a single conduction valley.…”
Section: --The Satellite Valleymentioning
confidence: 99%
“…This conclusion is also supported by theoretical considerations at the high doping levels used here. 7,8 Considering only scattering by electrical charges, the momentum relaxation time hs m i ¼ l e m à =q, where m à is the effective mass, is written as an average over electron kinetic energy e of the energy-resolved time s m ðeÞ. One can write that s m ðeÞ ¼ aðT L ; T e Þe p , where the exponent p depends on the efficiency of the screening by holes 21 and where, as found above, the dependence of aðT L ; T e Þ on T L should be weaker than that on T e .…”
mentioning
confidence: 98%
“…To accurately account for degeneracy effects, our modelization also features the Pauli Exclusion Principle for all bands, and LOPC. 18 In order to take into consideration the phonon bottleneck effect, carrier-polar LO phonon scattering rates have to be calculated all along the simulation using the real-time LO phonon population N LO , which can be out of thermal equilibrium. The carrier-LOPCM scattering rates are calculated in the same way using the following expression…”
Section: A Charge Carriers Emcmentioning
confidence: 99%
“…We present here a coupling of two dedicated Ensemble Monte Carlo solvers (EMC), one for charge carriers 18 and one for phonons, 19 exchanging data to simultaneously account for the accurate evolutions of both the carriers and phonons populations. Thus both systems are treated thoroughly by solving their respective BTE without relying on the common RTA for phonon populations.…”
mentioning
confidence: 99%