Statistical Mechanics and Dynamical Systems Group

Contents


Research Interests

The Statistical Mechanics and Dynamical Systems Group is conducting research in the following areas:

  • Statistical mechanics of nonequilibrium systems

    The study of the structure and stability of nonequilibrium steady states with emphasis upon models for the flow of mass, momentum and energy, and the calculation of thermal transport coefficients.

  • Chaos and dynamical systems

    New ideas and techniques from the modern theory of chaotic dynamical systems suggest that a new fundamental conceptual basis for a theory of nonequilibrium steady states is possible. In the words of David Ruelle, we are in a phase of rapid development of nonequilibrium statistical mechanics in both general results and studies of particular models.

  • Molecular hydrodynamics
  • The fundamental connection between macroscopic hydrodynamics and nonequilibrium statistical mechanics is poorly understood when there is streaming or turbulent motion in the fluid. We use molecular dynamics techniques to study of fluid flow, particularly for convective flows.

Selected Publications

  • D.J.Evans & G.P.Morriss, Statistical Mechanics of Nonequilibrium Liquids, 1990, Academic Press.
  • D.J.Evans, E.G.D.Cohen & G.P.Morriss, The viscosity of a simple fluid from its maximal Lyapunov exponents, 1990, Physical Review, A42, 5990.
  • Denis J. Evans, E.G.D. Cohen & G.P. Morriss, Probability of Second Law Violations in Shearing Steady States, 1993, Physical Review Letters, 71, 2401; "Erratum", 71, 3616.
  • G.P.Morriss & L.Rondoni, Periodic Orbit Expansions for the Lorentz Gas 1994, Journal of Statistical Physics, 75, 553.
  • J.Lloyd, L.Rondoni & G.P.Morriss, The breakdown of ergodic behaviour in the Lorentz gas, 1994, Physical Review, E50, 3416.
  • G.P.Morriss, L.Rondoni & E.G.D.Cohen, A dynamical partition function for the Lorentz gas, 1995, Journal of Statistical Physics, 80, 35.
  • J.Lloyd, M.Niemeyer, L.Rondoni & G.P.Morriss, The non equilibrium Lorentz gas, 1995, CHAOS, 5, 536.
  • D.R.J.Monaghan, G.P.Morriss & D.J.Evans, An algorithm for the computer simulation of four-roller flow, 1995, Molecular Physics, 85, 1151.
  • C. P. Dettmann & G. P. Morriss, Proof of Lyapunov exponent pairing for systems at constant kinetic energy, 1996, Physical Review, E53, R5545.
  • C. P. Dettmann & G. P. Morriss, Hamiltonian formulation of the Gaussian isokinetic thermostat, 1996 Physical Review, E54, 2495.
  • C. P. Dettmann & G. P. Morriss, Crisis in the periodic Lorentz gas, 1996 Physical Review, E54, 4782.
  • C.P.Dettmann & G.P.Morriss Hamiltonian reformulation and pairing of Lyapunov exponents for Nose-Hoover dynamics, 1997 Physical Review, E55, 3693.
  • C.P.Dettmann & G.P.Morriss Stability ordering of cycle expansions. 1997 Physical Review Letters, 78, 4201.

Recent Publications

  • D. R. J. Monaghan & G. P. Morriss, A Microscopic Study of Steady Convective Flow in Periodic Systems, 1997, Physical Review, E 56, 476.
  • L. Rondoni & G. P. Morriss, Thermostatted N-particle systems and orbital measures, 1997, Physics Reports, 290, 173.
  • Wm. G. Hoover, D. J. Evans, H. A. Posch, B. L. Holian & G. P. Morriss, Comment on: 'Toward a Statistical Thermodynamics of Steady States'. 1998, Physical Review Letters, 80, 4103.
  • D. J. Evans, D. J. Searles, Wm. G. Hoover, C. G. Hoover, B. L. Holian, H. A. Posch & G. P. Morriss, Comment on: Modified nonequilibrium molecular dynamics for fluid flows with energy conservation, 1998, Journal of Chemical Physics, 108, 4351.
  • G. P. Morriss & C. P. Dettmann, Thermostats: Analysis and application, 1998, Chaos, 8, 321.
  • D. R. J. Monaghan & G. P. Morriss, Microscopic Coupling of Convective Modes in a Fluid, 1998, Molecular Physics, 95, 243.
  • G. P. Morriss & L. Rondoni, On a Definition of Temperature in Equilibrium and Nonequilibrium Systems, 1999, Physical Review, E 59, 5.

Online Documents

Staff

Research Associates

Graduate Students

  • Horgolkhuu Odbadrakh

International Connections

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