1964
DOI: 10.1103/physrev.135.a495
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Monte Carlo Calculations Pertaining to the Transport of Hot Electrons in Metals

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Cited by 90 publications
(27 citation statements)
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“…The most successful approach uses internal photoemission, with which the attenuation length X a is determined from the metal-thickness dependence of the quantum yield in a metal-semiconductor photodiode [1]. A, , -can be estimated by modeling the process [2,3], which is complicated due to the dependence on photon energy of the energy distribution of the photoexcited carriers, whose spatial distribution is also dependent on the optical absorption in the film. A further shortcoming is the narrow kinetic energy (£kin) range, limited by the band gap of the semiconductor, over which X a can be measured.…”
Section: Hot Electron Scattering Processes In Metal Films and At Metamentioning
confidence: 99%
“…The most successful approach uses internal photoemission, with which the attenuation length X a is determined from the metal-thickness dependence of the quantum yield in a metal-semiconductor photodiode [1]. A, , -can be estimated by modeling the process [2,3], which is complicated due to the dependence on photon energy of the energy distribution of the photoexcited carriers, whose spatial distribution is also dependent on the optical absorption in the film. A further shortcoming is the narrow kinetic energy (£kin) range, limited by the band gap of the semiconductor, over which X a can be measured.…”
Section: Hot Electron Scattering Processes In Metal Films and At Metamentioning
confidence: 99%
“…The barrier height is related to the work function (W) of the metal and the electron affinity (/) of the insulator, so the variation of materials selected for photodetection in the specific band leads to quite unique optical (especially electrical) response, which has to be carefully addressed in the design of the hot-electron photodetection system; for Ag, W Ag ¼ 4.26 eV 28 and for TiO 2 , / TiO2 ¼ 3.9 eV, 29 so the barrier energy U b ¼ 0.36 eV (i.e., k $ 3444 nm), which enables the concerned infrared photodetection. There are many models that describe this quantum process, [30][31][32][33] among which the most widely adopted is the WKB approximation that assumes the transmission probability is close to 100% when the electron energy (E ph ) > U b , otherwise the probability is close to zero. However, this model is too simplified without considering many other physical processes like electron reflections between the interfaces of two different materials.…”
Section: Device and Methodsmentioning
confidence: 99%
“…Hence, it is desirable to devise a mean for enhancing their external efficiencies ( ex η ). Different basic physical models have been constructed to describe the quantum efficiency of thin-film Schottky barrier detectors based on Fowler theory [10,11] and Monte Carlo method [12]. Other research groups, considering various physical phenomena, have extended these models to be applicable for more practical detectors [2,7].…”
Section: Introductionmentioning
confidence: 99%