Takeno Shozo | Laboratory Of Physics Faculty Of Engineering And Design Kyoto Institute Of Technology
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概要
関連著者
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Takeno Shozo
Laboratory Of Physics Faculty Of Engineering And Design Kyoto Institute Of Technology
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Takeno Shozo
Laboratory of Physics, Faculty of Engineering and Design, Kyoto Institute of Technology
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Kawasaki Kazuko
Department Of Physics Faculty Of Science Nara Women's University
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Homma Shigeo
Department Of Applied Physics Faculty Of Engineering Nagoya University
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Hori Kazunari
Laboratory Of Physics Faculty Of Engineering And Design Kyoto Institute Of Technology
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Aoki Masanori
School Of Allied Medical Professions Kanazawa University
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AOKI Masanori
School of Health Science, Kanazawa University
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Watanabe T
National Inst. Fusion Sci. Toki
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Watanabe Tsuyoshi
Laboratory of Physics, Faculty of Engineering and Design, Kyoto Institute of Technology
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Aoki M
School Of Allied Medical Professions Kanazawa University
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Takeno Shozo
Laboratory Of Physics Faculty Of Engineering And Design Kytoto Institute Of Technology
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Homma Shigeo
Department Of Physics Faculty Of Engineering Gunma University
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Taniguchi K
Department Of Physics Faculty Of Science Nara Women's University
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Kawasaki Kazuko
Department of Physics, Faculty of Science, Nara Women's University
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Taniguchi Kazuko
Department of Physics, Faculty of Science, Nara Women's University
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Sievers J.
Laboratory Of Atomic And Solid State Physics Cornell University
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HORI Kazunari
Department of Electronic,Faculty of Engineering and Design,Kyoto Institute of Technology
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Hori Kazunari
Department Of Electronic Faculty Of Engineering And Design Kyoto Institute Of Technology
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Ohtsuka Kazushi
Laboratory of Physics, Faculty of Engineering and Design, Kyoto Institute of Technology
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Ohtsuka Kazushi
Laboratory Of Physics Faculty Of Engineering And Design Kyoto Institute Of Technology
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Watanabe Tsuyoshi
Laboratory Of Physics Faculty Of Engineering And Design Kyoto Institute Of Technology
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Takeno Shozo
Laboratory of Physics,Faculty of Engineering and Design,Kyoto Institute of Technology
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Kawasaki Kazuko
Department of Physics,Faculty of Science,Nara Women's University
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Taniguchi Kazuko
Department of Physics, Faculty of Science, Nara Women's University
著作論文
- Stationary Nonlinear Surface Phonon Modes in One-Dimensional Lattices with Quartic Anharmonicity
- Stationary Anharmonic Gap Modes in the Diatomic Toda Lattice
- Exact and Approximate Analytical Solutions of Stationary Vortexlike Modes in the d-Dimensional Anisotropic Classical O(2) (XY) Spin Model
- Coherent States and Envelope Kinklike Exciton-Photon Coupled Modes in Nonlinear Frenkel Excitons Interacting with Radiation Fields
- Moving and Stationary Self-Localized Magnons as Spin-Wave Solitons in Heisenberg Ferromagnets
- Propagation of a Soliton and a Nonlinear Self-Localized State in a One-Dimensional Disordered Nonlinear Lattice
- Theory of Stationary Anharmonic Localized Modes in Solids
- Self-Localized Modes in a Pure One-Dimensional Lattice with Cubic and Quartic Lattice Anharmonicity
- SU(2) Coherent State Path Integral Formulation of Nonlinear Collective Modes of Magnons in Heisenberg Antiferromagnets : Self-Localized Magnons and Vortices
- Stationary Self-Localized Magnons in Heisenberg Antiferromagnets
- Low-Frequency and High-Frequency Moving Anharmonic Localized Modes in a One-Dimensional Lattice with Quartic Anharmonicity
- Moving d-Dimensional Nonlinear Localized Modes and Envelope Solitons in Nonlinear Exciton Transfer Models in Lattices
- Approximate (Asymptotically Exact) Solutions for Anharmonic Localized Modes and Vortexlike Modes and Exact Static Vortexlike Mode Solutions in the D-Dimensional Sine-Lattice Equation
- Stationary Anharmonic Gap Modes in a One-Dimensional Diatomic Lattice with Quartic Anharmonicity
- Robust Nature of Dispersionless Envelope Lattice Solitons and Their Propagation in One-Dimensional Disordered Nonlinear Lattices
- Duality of the Existence of Localized Modes (Low- and High-Frequency Modes) in Pure Nonlinear Lattice : Sine Lattices, Discrete Sine-Gordon Lattices, the Ablowitz-Ladik Lattices and One-Dimensional Lattices with Quartic Anharmonicity