1987
DOI: 10.1103/physrevb.35.7973
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Drift-velocity saturation of holes in anthracene at room temperature

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Cited by 18 publications
(4 citation statements)
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“…The high-temperature limit of the mobility was determined by plotting the intercepts of the extrapolated In p -E plots at E = 0 against 1/T yielding values of 1780 and 86 cm2 Vspl for mobility data obtained by curve fitting and the method of the asymptotes, respectively. These data, obtained for a dilute dispersion of p-p-EFTP in polycarbonate, exceed the data obtained for anthracene single crystals [39,40] by several orders of magnitude. This is a further argument against the analysis of the mobility data in the framework of a polaron model.…”
Section: P E = R K ( Lexp ( -E E R / K T ) Exp[ -( -E E R + I)2/4akt]contrasting
confidence: 60%
“…The high-temperature limit of the mobility was determined by plotting the intercepts of the extrapolated In p -E plots at E = 0 against 1/T yielding values of 1780 and 86 cm2 Vspl for mobility data obtained by curve fitting and the method of the asymptotes, respectively. These data, obtained for a dilute dispersion of p-p-EFTP in polycarbonate, exceed the data obtained for anthracene single crystals [39,40] by several orders of magnitude. This is a further argument against the analysis of the mobility data in the framework of a polaron model.…”
Section: P E = R K ( Lexp ( -E E R / K T ) Exp[ -( -E E R + I)2/4akt]contrasting
confidence: 60%
“…We mention that an equation similar to (9) has already been applied to explain thermoelectric phenomena in low-mobility semiconductors [7] and the almost temperature-independent electron mobility in the c' direction of selected aromatic crystals [3,8,91. A controversy about its application to anthracene crystal is known in the literature [3,4,10 to 121. The question raised is the field strength at which drift velocity saturation can appear in the context of electron coupling to particular lattice vibrations (hw,,).…”
Section: Generalized Current Equationmentioning
confidence: 99%
“…is no longer proportional to the applied field (2). Recent experimental results on the drift velocity saturation of electrons [3] and holes [4] in anthracene crystals have brought such a situation to a more realistic level and to the necessity of a theoretical description of the ELC with the field-saturating drift velocity of charge carriers. This paper is an attempt to give such a description for low-mobility solids, where a kinetic model for the charge carrier motion can be safely applied.…”
Section: Introductionmentioning
confidence: 99%
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