Transport anisotropy and percolation in the two-dimensional random-hopping model (original) (raw)

Hopping transport on site-disordered d -dimensional lattices

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Physical Review A, 1987

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Velocity and diffusion coefficient of a random asymmetric one-dimensional hopping model

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Journal de Physique, 1989

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Dependence of the diffusion coefficient on the energy distribution of random barriers

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Scaling of current distributions in variable-range hopping transport on two- and three-dimensional lattices

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Role of percolation in diffusion on random lattices

Panos Argyrakis

Physical Review E, 1995

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Hopping conduction in positionally disordered chains

Takashi Odagaki

Physical Review B, 1982

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Periodic one-dimensional hopping model with one mobile directional impurity

Zoltán Toroczkai

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Variable range hopping in finite one-dimensional and anisotropic two-dimensional systems

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Drift, Diffusion, and Noise in Hopping Systems

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Nanoscale and Microscale Thermophysical Engineering, 2007

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Transient hopping transport in percolation clusters

Hiroyoshi Naito

Electrical Engineering in Japan, 2002

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Distribution Function of Mesoscopic Hopping Conductance

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Critical Percolation and Transport in Nearly One Dimension

V. Prigodin

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Transport in a disordered medium: Analysis and Monte Carlo simulation

Joseph Haus

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Hopping conduction in thed-dimensional lattice bond-percolation problem

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Diffusion in quasi-one-dimensional channels: A small system n, p, T, transition state theory for hopping times

Richard Bowles

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Advanced percolation solution for hopping conductivity

A. Nenashev, Anatoly V . Dvurechenskii

Physical Review B, 2013

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Correlation effects in hopping conductivity

Kuljinder Chase

Physical Review B, 1989

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Intrinsic randomness of transport coefficient in subdiffusion with static disorder

Tomoshige MIYAGUCHI

Physical Review E, 2011

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Diffusivity in one-dimensional generalized Mott variable-range hopping models

Alessandra Faggionato

The Annals of Applied Probability, 2009

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Diffusion on random systems above, below, and at their percolation threshold in two and three dimensions

Alla Margolina

Journal of Statistical Physics, 1984

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Resistance distribution in the hopping percolation model

Yakov Strelniker

Physical Review E, 2005

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Kinetic effects in diffusion on a disordered square lattice

Robbert-Jan Dikken, Casper Versteylen

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Hopping transport on anisotropic random-bond lattices

Sergei Burlatsky

Physics Letters A, 1985

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Behavior of transport characteristics in several one-dimensional disordered systems

Gleb Oshanin, Sergei Burlatsky

Chemical Physics, 1993

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Low-frequency hopping conductivity of random chains

Takashi Odagaki

Physical review, 1982

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Drift and Trapping in Biased Diffusion on Disordered Lattices

Deepak Dhar

International Journal of Modern Physics C, 1998

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Calculating the hopping rate for self-diffusion on rough potential energy surfaces: Cage correlations

Dan Gezelter

Journal of Chemical Physics, 1997

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Analytical calculation for the percolation crossover in deterministic partially self-avoiding walks in one-dimensional random media

Alexandre Martinez

Physical Review E, 2007

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A phase transition in the dynamics of an exact model for hopping transport

Benes Trus

Journal of Physics A: Mathematical and General, 1986

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Coherent-medium approximation in the stochastic transport theory of random media

Takashi Odagaki

Physical review, 1981

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Dispersive hopping conduction in quasi-one-dimensional systems

Takashi Odagaki

Physical review, 1984

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Diffusion of particles on an inhomogeneous disordered square lattice with two non-equivalent sites

A. Tarasenko

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Particle-Energy Distribution and Effective Temperature for the Hopping Transport in One-dimensional Disordered System

Ivo Batistić

Croatica Chemica Acta, 2010

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Carrier mobility in two-dimensional disordered hopping systems

Mark Van Der Auweraer

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Percolation in spatially disordered systems

Takashi Odagaki

Physical review, 1987

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