1958
DOI: 10.1143/jpsj.13.456
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Anisotropy of Hot Electrons in n-type Germanium

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Cited by 65 publications
(16 citation statements)
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“…Second, electron transport is described by a mass tensor, leading to electron transport which contains components oblique to the applied field. This description is necessary to explain and interpret signals in the primary and guard-ring ionization channels, which function as a fiducial volume cut [42,43]. Third, for electron recoils in the germanium bulk, charges drifting through the detector produce a population of Luke phonons which contribute 56% of the total phonon signal at ±3 V bias.…”
Section: Charge Monte Carlomentioning
confidence: 99%
“…Second, electron transport is described by a mass tensor, leading to electron transport which contains components oblique to the applied field. This description is necessary to explain and interpret signals in the primary and guard-ring ionization channels, which function as a fiducial volume cut [42,43]. Third, for electron recoils in the germanium bulk, charges drifting through the detector produce a population of Luke phonons which contribute 56% of the total phonon signal at ±3 V bias.…”
Section: Charge Monte Carlomentioning
confidence: 99%
“…Since in Cr-doped samples wzH 2 , according to (6) and (8) in the studied magnetic field range the Hall mw field 8, should be negligible. This is supported, too, by the facts that we obtained identical sets of curves ( I ( E m , B))/I,,(B) with the samples n-22 and n-54, and good agreement between the values E T ( B ) and Hall velocity v J E , B) (see below) in all studied n-type samples.…”
Section: Discussionmentioning
confidence: 94%
“…At last the perpendicular hot-electron SKTU 10 ldlwder noise was investigatedat a sanipleof type I3 material cut along a special orientation: Lying within the (110) plane of the crystal the longitudinal direction of the sample makes a n angle of 8 = 50" with the (001) crystal axis. I n this case Sasaki et al [9] found under high electric fields a t 77 K a maximum anisotropy in conduction due to the fact that electrons in an energy valley at higher electron temperature are scattered to a valley a t lower electron temperature corresponding to a decrease or increase of the electron numbers in these valleys. The result is an electromotive force perpendicular to the flowing current.…”
Section: Pu'oise Measurements Perpendicular To the Electrical Fieldmentioning
confidence: 98%