ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS

Some years ago Donovan and Wilson (1981) concluded that carrier motion on a single chain of the quasi-one-dimensional polymer crystal PDA-TS exhibits highly unusual features. From the electric field dependence of the peak photocurrent and carrier generation rate they concluded that carriers had an u...

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Main Authors: Movaghar, B, Murray, D, Donovan, K, Wilson, E
Format: Journal article
Language:English
Published: 1984
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author Movaghar, B
Murray, D
Donovan, K
Wilson, E
author_facet Movaghar, B
Murray, D
Donovan, K
Wilson, E
author_sort Movaghar, B
collection OXFORD
description Some years ago Donovan and Wilson (1981) concluded that carrier motion on a single chain of the quasi-one-dimensional polymer crystal PDA-TS exhibits highly unusual features. From the electric field dependence of the peak photocurrent and carrier generation rate they concluded that carriers had an ultra-high mobility and a low-field saturated drift velocity. The authors report new measurements in the t- alpha time-dependent domain and at the same time propose a transport model to explain the data. They show that both the t- alpha decay law and the sublinear field scaling of the effective drift velocity can be associated with one and the same phenomenon: One-dimensional carrier drift in the presence of strongly scattering defects.
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spelling oxford-uuid:20a21eda-e0b9-4eb3-8404-8cb382efbb632022-03-26T11:28:34ZANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TSJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:20a21eda-e0b9-4eb3-8404-8cb382efbb63EnglishSymplectic Elements at Oxford1984Movaghar, BMurray, DDonovan, KWilson, ESome years ago Donovan and Wilson (1981) concluded that carrier motion on a single chain of the quasi-one-dimensional polymer crystal PDA-TS exhibits highly unusual features. From the electric field dependence of the peak photocurrent and carrier generation rate they concluded that carriers had an ultra-high mobility and a low-field saturated drift velocity. The authors report new measurements in the t- alpha time-dependent domain and at the same time propose a transport model to explain the data. They show that both the t- alpha decay law and the sublinear field scaling of the effective drift velocity can be associated with one and the same phenomenon: One-dimensional carrier drift in the presence of strongly scattering defects.
spellingShingle Movaghar, B
Murray, D
Donovan, K
Wilson, E
ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS
title ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS
title_full ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS
title_fullStr ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS
title_full_unstemmed ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS
title_short ANOMALOUS ELECTRIC-FIELD DEPENDENCE OF CARRIER DRIFT IN ONE-DIMENSIONAL SYSTEMS - EXAMPLE - ORGANIC PDA-TS
title_sort anomalous electric field dependence of carrier drift in one dimensional systems example organic pda ts
work_keys_str_mv AT movagharb anomalouselectricfielddependenceofcarrierdriftinonedimensionalsystemsexampleorganicpdats
AT murrayd anomalouselectricfielddependenceofcarrierdriftinonedimensionalsystemsexampleorganicpdats
AT donovank anomalouselectricfielddependenceofcarrierdriftinonedimensionalsystemsexampleorganicpdats
AT wilsone anomalouselectricfielddependenceofcarrierdriftinonedimensionalsystemsexampleorganicpdats