UNE Tsutomu | Institute of Physics, University of Tsukuba
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概要
関連著者
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UNE Tsutomu
Institute of Physics, University of Tsukuba
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UNE Tsutom
Institute of Physics, University of Tsukuba
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Une Tsutomu
Institute Of Physics University Of Tsukuba
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UNE Tsutomu
Institute of Physics, University of Tsukaba
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Une T
Univ. Tsukuba Ibaraki Jpn
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SAKATA Fumihiko
Institute for Nuclear Study, University of Tokyo
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Marumori T
Department Of Physics Science University Of Tokyo
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Sakata Fumihiko
Institute For Nuclear Study The University Of Tokyo
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Sakata F
Ibaraki Univ. Mito Jpn
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HASHIMOTO Yukio
Institute of Physics, University of Tsukuba
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MARUMORI Toshio
Institute of Physics, University of Tsukuba
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Marumori Toshio
Institute For Nuclear Study University Of Tokyo
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Sakata Fumihiko
Department Of Mathematical Sciences Ibaraki University
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Hashimoto Yukio
Institute Of Physics University Of Tsukuba
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HASHIMOTO Yukio
Institute for Nuclear Study, University of Tokyo
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HASHIMOTO Yukio
Institute of Physics, University of Tsukaba
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Onoda Akira
Dept. Of Macromolecular Science Graduated School Of Science Osaka University
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Onoda Akira
Graduate Student Graduate School Of Energy Science Kyoto University
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Onoda Akira
Institute Of Physics University Of Tsukuba
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Une Tsutomu
Department Of Physics Faculty Of Science Tokyo University Of Education
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ONISHI Naoki
College of General Education, University of Tokyo
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Providencia Joao
Centro De Fisica Teorica Universidade De Coimbra
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TANAKA Takeshi
Institute Basic Medical Sciences, University of Tsukuba
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Onoda A
Univ. Tsukuba Tsukuba
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Ikeda Akitsu
Department Of Physics Osaka University
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Marumori Toshio
Department Of Physics Science University Of Tokyo
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Marumori Toshio
Department Of Physics Kyoto University
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Fujita Jun-ichi
Institute For Nuclear Study University Of Tokyo
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MASKAWA Toshihide
Institute for Nuclear Study, University of Tokyo
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KOBAYASHI Ken-Ichiro
Institute for Nuclear Study, University of Tokyo
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KOBAYASHI Kenzo
Faculty of Engineering, Mie University
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TERASAKI Jun
Institute for Nuclear Study, University of Tokyo
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MASKAWA Toshihide
Research Institute for Fundamental Physics Kyoto University
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Terasaki Jun
Department Of Physics Kyoto University
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ONISHI Naoki
Institute of Physics, University of Tokyo
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KOBAYASHI Kiyoshi
Institute of Physics, University of Tsukuba
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Providencia Joao
Centro De Fisica Teorica (inic) Universidade De Coimbra
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Tanaka T
Yokohama National Univ. Yokohama
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Onishi Naoki
Institute For Physics College Of General Education University Of Tokyo
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Onishi Naoki
College Of General Education University Of Tokyo
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Kobayashi Kiyoshi
Institute Of Physics University Of Tsukuba
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Tanaka Takeshi
Institute Basic Medical Sciences University Of Tsukuba
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FUJITA Jun-ichi
Institute of Physics, University of Tsukuba
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ONODA Akira
Institute of Physics, University of Tsukuba
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TERASAKI Jun
Department of Physics, University of Milan:INFN Sezione di Milano:(Present address)Physics Division, Oak Ridge National Laboratory
著作論文
- A Possible Microscopic Description of Nuclear Collective Rotation in Band-Crossing Region:Occurrence Mechanism of s-Band
- Geometry of the Self-Consistent Collective-Coordinate Method for the Large-Amplitude Collective Motion : Stability Condition of Maximally-Decoupled Collective Submanifold
- Maximally-Decoupled Collective Submanifold in a Simple Solvable Model
- An Attempt toward Quantum Theory of "Maximally-Decoupled"Collective Motion
- Quantum Theory of Collective Motion : Quantized Self-Consistent Collective-Coordinate Method for the Large-Amplitude Nuclear Collective Motion
- Local Gaussian Approximation in the Generator Coordinate Method
- A Step toward Large-Amplitude Description of the Ground Band around Band Crossing
- On the Extended Siegert Theorem
- Quantization of the Adiabatic TDHF Theory of Large Amplitude Collective Motion
- Collective Hamiltonian in the Generator Coordinate Method with Local Gaussian Approximation
- Finite-Range DWBA Analysis of Anomalous Analyzing Powers in (p,α) Reactions
- Dynamical Properties of the GCM Rotational Hamiltonian : Dynamics of the Transition from Collective to Noncollective Rotation : Nuclear Physics
- Study of Tilted Rotation Based on the Method of Variation after Projection