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Title of Journal: J Stat Phys

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Abbravation: Journal of Statistical Physics

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Publisher

Springer US

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DOI

10.1007/bf00987761

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1572-9613

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Strong Asymmetric Coupling of Two Parallel Exclusi

Authors: QiHong Shi Rui Jiang MaoBin Hu QingSong Wu
Publish Date: 2011/01/22
Volume: 142, Issue: 3, Pages: 616-626
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Abstract

This paper studies asymmetric strong coupling effect in two parallel exclusion processes which is a generalization of previous works of Kolomeisky group Pronina and Kolomeisky in Physica A 37212 2006 Tsekouras and Kolomeisky in J Phys A 41465001 2008 It is shown that with different configurations of hopping rates the twolane system exhibits diverse phase diagram and density profiles Specifically it shows how the phase diagram changes from having seven phases via six phases to three phases Moreover it shows that the phase diagram could have only one phase which exhibits quadrilateral or triangular density profile The vertical cluster meanfield approach is used to get the stationarystate bulk densities and phase diagrams Extensively Monte Carlo simulations are carried out and theoretical predictions are in excellent agreement with simulation results


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  1. Mean Field Dilute Ferromagnet: High Temperature and Zero Temperature Behavior
  2. Probabilistic Cellular Automata for Low-Temperature 2-d Ising Model
  3. Random Birth-and-Death Networks
  4. Fourth Moment Sum Rule for the Charge Correlations of a Two-Component Classical Plasma
  5. On Asymptotic Behavior of Multilinear Eigenvalue Statistics of Random Matrices
  6. Products of Random Matrices and Generalised Quantum Point Scatterers
  7. Symmetry of the Linearized Boltzmann Equation and Its Application
  8. Activity of Excitatory Neuron with Delayed Feedback Stimulated with Poisson Stream is Non-Markov
  9. Replica Symmetry Breaking Condition Exposed by Random Matrix Calculation of Landscape Complexity
  10. Entropy-Driven Phase Transition in a Polydisperse Hard-Rods Lattice System
  11. Knudsen Gas in a Finite Random Tube: Transport Diffusion and First Passage Properties
  12. New Horizons in Multidimensional Diffusion: The Lorentz Gas and the Riemann Hypothesis
  13. Clustering of Fermionic Truncated Expectation Values Via Functional Integration
  14. Large Deviations for Stationary Probabilities of a Family of Continuous Time Markov Chains via Aubry–Mather Theory
  15. Revisiting the Glansdorff–Prigogine Criterion for Stability Within Irreversible Thermodynamics
  16. Ground State Energy of the One-Dimensional Discrete Random Schrödinger Operator with Bernoulli Potential
  17. A Pearson Random Walk with Steps of Uniform Orientation and Dirichlet Distributed Lengths
  18. The More the Merrier?
  19. Non-equilibrium Phase Diagram for a Model with Coalescence, Evaporation and Deposition
  20. Real Spin Glasses Relax Slowly in the Shade of Hierarchical Trees
  21. Galton–Watson Trees with Vanishing Martingale Limit
  22. A Maximum Entropy Method Based on Piecewise Linear Functions for the Recovery of a Stationary Density of Interval Mappings
  23. Uniform Approximation of the Integrated Density of States for Long-Range Percolation Hamiltonians
  24. Dynamics of Infinitely Many Particles Mutually Interacting in Three Dimensions via a Bounded Superstable Long-Range Potential
  25. Statistical Mechanics of Nucleosomes Constrained by Higher-Order Chromatin Structure
  26. Large Deviations for the Branching Brownian Motion in Presence of Selection or Coalescence
  27. Clustering Bounds on n -Point Correlations for Unbounded Spin Systems
  28. Dissipative Diamagnetism—A Case Study for Equilibrium and Nonequilibrium Statistical Mechanics
  29. On the Transfer of Energy Towards Infinity in the Theory of Weak Turbulence for the Nonlinear Schrödinger Equation
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  35. A Class of Random Walks in Reversible Dynamic Environments: Antisymmetry and Applications to the East Model
  36. Power-law Decay and the Ergodic–Nonergodic Transition in Simple Fluids
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  40. Parameter Estimation for Multiscale Diffusions
  41. Onsager and Kaufman’s Calculation of the Spontaneous Magnetization of the Ising Model: II
  42. Injected Power Fluctuations in 1D Dissipative Systems
  43. Anomalies in Conductance and Localization Length of Disordered Ladders
  44. Finite-Size Scaling in the Energy-Entropy Plane for the 2D ± Ising Spin Glass

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