A New Picture of the Vibration of Linear Lattices
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概要
- 論文の詳細を見る
A new version of the method of transfer matrix is presented, which largely simplifies the derivation of eigenfrequency equation, on the one band, and gives rise to a very simple and vivid picture (vector picture), on the other hand, of the normal vibration for the linear isotopic lattices. By using this version and the vector picture, the wave forms of the extra-and in-band vibrations of the lattices containing a small amount of impurity and the eigenfrequency spectrum of generalized diatomic lattices are discussed, obtaining some interesting conclusions.
- 社団法人日本物理学会の論文
- 1961-01-05
著者
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Hori Jun-ichi
Department Of Physics Faculty Of Science Hokkaido University
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Hori J.
Department of Physics, Hokkaido University
関連論文
- Scattering Matrix and Surface Modes. I
- Phase Theory of Disordered Systems
- Some Numerical Experiments and Remarks on the Localization of Eigenmodes in Disordered One-Dimensional Systems
- Phase Transition between Stationary State. III : An Integral Equation for Necessary and Sufficient Liapounoff Functions
- Theories of Spectral Gaps of Higher-Dimensional Disordered Systems
- A Note on Thermodynamics of the Harmonic Oscillator with Radiation Damping
- On the Vibration of Disordered Linear Lattice. III
- Remarks on Time-Dependent Behavior of Disordered Lattice (Part II. Time Dependent Problems)
- Structure of the Spectra of Disordered Systems. II : Spectral Gaps of Disordered Systems
- Phase Transition between Stationary States. II : Liapounoff Function in Benard Problem
- Structure of the Spectra of Disordered Systems. I : Fundamental Theorems
- A New Picture of the Vibration of Linear Lattices
- On a Relation between Fluctuation-Dissipation Theorem and Irreversible Thermodynamics
- Methods of Negative-Factor-Counting in the Theory of the Frequency Spectrum of Disordered Lattices (Part I. Time Independent Problem)
- Continuum Approximation for the Motion of a Heavy Particle in One-and Three-Dimensional Lattices (Part II. Time Dependent Problems)
- Structure of the Spectra of Disordered Systems
- Phase Transition between Stationary States. I : A Simple Model of Laser-Like Behaviour
- Remarks on Matsuda's Theorem
- Why have the Vibrational Frequency Spectra of Disordered Chains Many Distinct Peaks?
- Structure of the Spectra of Disordered Systems. III : Matsuda's Theorem on Special Frequencies