1995
DOI: 10.1016/0379-6779(95)03307-6
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Electric field-induced photoluminescence quenching in thin-film light-emitting diodes based on poly(phenyl-p-phenylene vinylene)

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Cited by 156 publications
(141 citation statements)
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“…This can be seen in Figure 2, where the individual optically and electrically excited signals perfectly add up to the simultaneously excited one, that is, the optically excited fluorescence contribution in the presence of the electrical excitation is unchanged. This also shows that for singlet excitons, quenching by the electric field [99] or by polarons [100] is negligible under the conditions used in our experiments. For the triplet signal, either triplet transient absorption [90,101] or phosphorescence [85] could be used.…”
Section: Experimental Observationsmentioning
confidence: 52%
“…This can be seen in Figure 2, where the individual optically and electrically excited signals perfectly add up to the simultaneously excited one, that is, the optically excited fluorescence contribution in the presence of the electrical excitation is unchanged. This also shows that for singlet excitons, quenching by the electric field [99] or by polarons [100] is negligible under the conditions used in our experiments. For the triplet signal, either triplet transient absorption [90,101] or phosphorescence [85] could be used.…”
Section: Experimental Observationsmentioning
confidence: 52%
“…It is also notable that the triplet exciton density is not significantly quenched by the application of a 10V reverse bias pulse because the triplets are considerably more stable than singlets to the electric field due to their inherently greater exciton binding energy. 27,28 Equation (2) shows the kinetic scheme for the decay of the triplet population,…”
Section: Resultsmentioning
confidence: 99%
“…[10] One of the most convincing quantitative assessments of the exciton binding energy magnitude is provided by studying the photoluminescence quenching resulting from an electric field. [42,43] The dissociation of an excited singlet state of a conjugated polymer requires field-assisted transfer of the constituent charges to a neighboring chain or chain segment. In a first order approximation, this would occur if the gain in electrostatic energy, eEDz, where e is the electric charge, E the internal electric field, and Dz the distance between the charges, compensates for the energy expense for the charge transfer in zero field.…”
Section: Creation Of Excitonsmentioning
confidence: 99%