Rotational symmetry adapted semi-classical theory and it's application to molecules(4) Quantum chaos and semiclassical theory in molecular science and nuclear theory, Chaos and Nonlinear Dynamics in Quantum-Mechanical and Macroscopic Systems)
スポンサーリンク
概要
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回転対称性を持つ分子に関して、各々の回転固有状態ごとに自己相関関数を計算する方法論を半古典理論の枠組みの中で構築した。エネルギー固有値は半古典自己相関関数をFourier変換することにより得られる。この方法論は既存の周期軌道が必要なトレース公式によるものと比べ、多自由度系にも適用可能である。回転対称性を考慮することは必要な半古典自己相関関数の長さが短くてすむという点と、回転定数などを通して分子の形の情報を抽出できる点という二つの点で重要である。
- 物性研究刊行会の論文
- 2005-06-20
著者
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Teramoto Hiroshi
Department Of Basic Science Graduate School Of Arts And Sciences The University Of Tokyo
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Takatsuka Kazuo
Department Of Basic Science Graduate School Of Arts And Sciences The Univ. Of Tokyo
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