Kink Dynamics in a Discrete Nonlinear System─The Exact Equations of Motion for Kinks─
スポンサーリンク
概要
- 論文の詳細を見る
Exact equations of motion for kinks in a discrete nonlinear system are obtainedbased on the Hamiltonian formalism with extra kirnk-degrees of freedom being corn-pensated by the constraints among the dynamical variables. The validity of the equa-lions is numerically confirmed.
- 社団法人日本物理学会の論文
- 1989-11-15
著者
-
Igarashi Akito
Department Of Applied Mathematics And Physics Faculty Of Engineering Kyoto University
-
Munakata Toyonori
Department Of Applied Mathematics And Physics Faculty Of Engineering Kyoto University
関連論文
- Langevin Dynamics for Generalized Thermodynamics : General Physics
- Rectification Efficiency of the Feynman Ratchet(General)
- Dynamical Properties of a Low-Dimensional Chaotic Reservoir : Simulations and GLE Interpretation : General Physics
- Stochastic Resonance in a Simple Threshold System from a Static Mutual Information Point of View(Cross-disciplinary Physics and Related Areas of Science and Technology)
- Adaptive Simulation, Linear Response and Nonergodic Transition
- Filtering for Simple Threshold Systems : Self-Tuning, Mutual Information and Applications(Signal Processing,Information Theory and Its Applications)
- Kink Dynamics in a One-Dimensional Conserved TDGL System : Condensed Matter and Statistical Physics
- Computer Simulation on Kink Dynamics and Kink-Pair Nucleation in the Discrete Frenkel-Kontorova Model
- Substrate-Strain Effects on the Frenkel-Kontorova System
- Dynamical Aspects of Lattice Thermal Expansion
- Nonergodic Behavior in a System of Coupled Nonlinear Oscillators
- Lattice Dynamics of an Ahnarmonic Chain -a Fully-Self-Consistent Approach-
- Brownian Motion of a Nonlinear Oscillator
- Kink Dynamics in a Discrete Nonlinear System─The Exact Equations of Motion for Kinks─
- A Dynamical Extension of the Desity Functional Theory
- Density Fluctuations in Liquids -Application of a Dynamical Density Functional Theory-^*
- Hopping Diffusion in a One-Dimensional Random System
- Dynamical Correlation Functions of Classical Liquids. I
- Renormalized Kink and Peierls Potential in a Nonlinear Lattice─Statistical Mechanical Approach─
- Transition State Theory for Kink Diffusion in Discrete Nonlinear Systems
- Liquid Instability and Freezing.II.Multi-Mode One Dimensional Analysis of a Nonlinear Diffusion Equation
- Liquid Instability and Freezing : Reductive Perturbation Approach
- A Kinetic Approach to the Friction Constant of a Brownian Particle
- Linear Response Approach to Self-Motion in Charged Liquids
- Dynamical Correlation Functions of Classical Liquids. II : A Self-Consistent Approach
- Activation Rates for Non-Markovian Processes : Progress Letters
- Resonance in Non-Markovian Activation Processes. II
- Dynamical Aspects of Lattice Thermal Expansion.II.Effects of Interaction among the NLS Solitons
- Resonance Effects on the Lifetime of Nonequilibrium Steady States in a Forced Pendulum Driven by a Quasi-Monochromatic Noise
- Memory Effects of Simple Cubic Lattice Models
- Fluctuation Theorem and an Extended Fokker-Planck Equation(General)
- Resonance in Non-Markovian Activation Processes : Condensed Matter and Statistical Physics
- Kink Dynamics in the Discrete Sine-Gordon System A Perturbational Approach
- Non-Markovian Brownian Motion in a Periodic Potential
- Self-Diffusion in Classical Condensed-Matter Systems : General Theory and Application to Diffusion in Solids : Condensed Matter and Statistical Physics
- On Heat Reservoirs Composed of Simple Cubic Lattices
- Velocity Correlation and Relative Diffusion in Simple Liquids. : II
- Stochastic Resonance in a Simple Threshold System from a Static Mutual Information Point of View(Cross-disciplinary Physics and Related Areas of Science and Technology)