Wave Propagation in Anharmonic Lattices
スポンサーリンク
概要
- 論文の詳細を見る
Analytic solutions to the equation of motion in anharmonic one-dimensional lattice are given. Wave-trains and solitary-waves which propagate in the lattice are studied with reference to the limiting cases of the system of hard spheres and to the continnm limit.
- 社団法人日本物理学会の論文
- 1967-09-05
著者
-
Toda Morikazu
Department Of Applied Mathematics Yokohama National University
-
Toda Morikazu
Department of Physics, Faculty of Science, Tokyo University of Education
関連論文
- On the Brownian Motion of a Classical Oscillator
- Equilibrium Vapor Pressure of Indium Antimonide
- On the Theory of Brownian Motion and Spin Relaxation
- Backlund Transformation for the Exponential Lattice
- Localized Vibration and Random Walk
- Some Properties of the Pair Distribution Function
- Experiment on Soliton-Impurity Interaction in Nonlinear Lattice Using LC Circuit
- Waves in Nonlinear Lattice
- Vibration of a Chain with Nonlinear Interaction
- A Canonical Transformation for the Exponential Lattice
- One-Dimensional Dual Transformation
- Interaction of Soliton with an Impurity in Nonlinear Lattice
- Preface
- Preface
- Damping Behavior and Space Dimensions (Part II. Time Dependent Problems)
- Statistical Dynamics of Systems of Interacting Oscillators (Part II. Time Dependent Problems)
- Diffusion on the Fermi Surface
- One-Dimensional Dual Transformation
- Wave Propagation in Anharmonic Lattices
- On the Theory of the Brownian Motion
- On the Theory of Quantum Liquids. I. Surface TenSion and Stress