Add to ORKGBy a mean field approximation a macroscopic charge transport equation is derived from a hopping model with long range interaction. The transport coefficients are calculated from microscopic hopping characteristics of the disordered medium. (orig.)SIGLEAvailable from TIB Hannover: RR 5549(294)+a / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekDEGerman
It has recently been demonstrated that the hopping mobility in semiconducting organic materials depe...
From a numerical solution of the master equation for hopping transport in a disordered energy landsc...
International audienceWe consider a random-hopping model on a regular lattice. We describe a method ...
By a mean field aproximation a macroscopic charge transport equation is derived from a hopping model...
From a hopping rate equation for disordered materials we derive a macroscopic drift-diffusion equati...
6 pages, 3 figures, 1 Supplemental Material: 1 one page, 1 figureInternational audienceAt low inject...
Photoexcited charge conduction in molecularly-doped polymers can be described in terms of a biased r...
We model charge transport in disordered semiconducting polymers by hopping of charges on a regular c...
A scaling theory has been developed for hopping transport in disordered systems. It provides an alte...
It is shown that the charge carrier mobility in a positionally and energetically disordered hopping ...
A theoretical approach for studying charge-carrier and energy diffusion due to long-range hopping in...
The current-field and conductivity-field characteristics of random r hopping as well as r-E hopping ...
The hopping mobility of charge carriers in disordered org. host-guest systems with a bimodal Gaussia...
We develop methods how to calculate charge transport in disordered systems applicable in all disorde...
This book reflects on recent advances in the understanding of percolation systems to present a wide ...
It has recently been demonstrated that the hopping mobility in semiconducting organic materials depe...
From a numerical solution of the master equation for hopping transport in a disordered energy landsc...
International audienceWe consider a random-hopping model on a regular lattice. We describe a method ...
By a mean field aproximation a macroscopic charge transport equation is derived from a hopping model...
From a hopping rate equation for disordered materials we derive a macroscopic drift-diffusion equati...
6 pages, 3 figures, 1 Supplemental Material: 1 one page, 1 figureInternational audienceAt low inject...
Photoexcited charge conduction in molecularly-doped polymers can be described in terms of a biased r...
We model charge transport in disordered semiconducting polymers by hopping of charges on a regular c...
A scaling theory has been developed for hopping transport in disordered systems. It provides an alte...
It is shown that the charge carrier mobility in a positionally and energetically disordered hopping ...
A theoretical approach for studying charge-carrier and energy diffusion due to long-range hopping in...
The current-field and conductivity-field characteristics of random r hopping as well as r-E hopping ...
The hopping mobility of charge carriers in disordered org. host-guest systems with a bimodal Gaussia...
We develop methods how to calculate charge transport in disordered systems applicable in all disorde...
This book reflects on recent advances in the understanding of percolation systems to present a wide ...
It has recently been demonstrated that the hopping mobility in semiconducting organic materials depe...
From a numerical solution of the master equation for hopping transport in a disordered energy landsc...
International audienceWe consider a random-hopping model on a regular lattice. We describe a method ...