2004
DOI: 10.1088/0022-3727/37/20/003
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Electron-beam-induced potentials in semiconductors: calculation and measurement with an SEM/SPM hybrid system

Abstract: In this work electron-beam-induced potentials are analysed theoretically and experimentally for semiconductors. A theoretical model is developed to describe the surface potential distribution produced by an electron beam. The distribution of generated carriers is calculated using semiconductor equations. This distribution causes a local change in surface potential, which is derived with the help of quasi-Fermi energies. The potential distribution is simulated using the model developed and measured with a scann… Show more

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Cited by 21 publications
(4 citation statements)
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“…Renoud et al (2002) approximated the charge distribution implanted within the sample with a semi-ellipsoidal negative shell where the trapped electrons were assumed to be located. Theoretical models were also developed to describe the charging processes in semiconductors (Fitting & Touzin, 2011) and the surface potential distribution after electron beam irradiation (Thomas et al, 2004).…”
Section: Introductionmentioning
confidence: 99%
“…Renoud et al (2002) approximated the charge distribution implanted within the sample with a semi-ellipsoidal negative shell where the trapped electrons were assumed to be located. Theoretical models were also developed to describe the charging processes in semiconductors (Fitting & Touzin, 2011) and the surface potential distribution after electron beam irradiation (Thomas et al, 2004).…”
Section: Introductionmentioning
confidence: 99%
“…Its presence has been theoretically analyzed and discussed. 30 This field contributes to an active motion within the solid and has been used for explanation of the processes of volume change in the chalcogenide glasses under the influence of e-beam. 31 Under the influence of the field, some areas in the network experience electrostatic pressure, which contributes to the formation of voids and volume increase.…”
Section: Discussionmentioning
confidence: 99%
“…To illustrate the contribution of Seebeck effect in formation of steady-state lateral electric field, we have to consider radial distribution of carriers, n(ρ), generated by the light and by the temperature distribution, T(ρ), given by Equation (1). We calculated n(ρ) for cylindrical symmetry following Thomas et al [30] The generation rate per unit volume can be calculated as…”
Section: Low Powers: Electric Field Caused By Intensity and Temperatumentioning
confidence: 99%
“…To illustrate the contribution of Seebeck effect in formation of steady‐state lateral electric field, we have to consider radial distribution of carriers, n ( ρ ), generated by the light and by the temperature distribution, T ( ρ ), given by Equation (). We calculated n ( ρ ) for cylindrical symmetry following Thomas et al [ 30 ] The generation rate per unit volume can be calculated asg(ρ)=χInormalmexp(ρ2/w2)/EnormalgHwhere Imexp(ρ2/w2) is the Gaussian intensity distribution in the radial direction, Inormalm=Pnormala/πw2, Pa=P(1R)(1eαH) is the laser power absorbed by the film ( P is the laser power, R is reflectivity, and α is the absorption coefficient, E g is the bandgap of the film material, and χ considers the efficiency of the photo carrier generation, and πw2H is the generation volume.…”
Section: Driving Forces and Kinetics Of The Mass Transportmentioning
confidence: 99%