有限量子系のシェル構造と古典周期軌道

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概要

• 論文の詳細を見る

• 原子核, マイクロクラスター, 量子ドットなどの有限系における構成粒子の運動は良い近似で平均場中の独立粒子運動とみなすことができ, この運動を量子化して得られる一粒子準位の構造は系のダイナミクスに重要な影響を及ぼす.これらのスペクトルにはシェル構造という周期的な疎密パターンが存在するが, このパターンの性質は対応する古典系における周期軌道と密接な関係を有している.本稿では量子・古典対応の観点から, 平均場の変形による周期軌道の性質の変化が量子準位構造に及ぼす影響について, 周期軌道の分岐現象に焦点を合わせて解説する.

• 社団法人日本物理学会の論文
• 2002-01-05

著者

• 松柳 研一

  理研仁科セ

• 松柳 研一

  Theoretical Nuclear Physics Laboratory Riken Nishina Center:yukawa Institute For Theoretical Physics

• 松柳 研一

  京都大学大学院理学研究科

• 在田 謙一郎

  名古屋工業大学

• 在田 謙一郎

  名古屋工業大学工学部

• Matsuyanagi Kenichi

  Theoretical Nuclear Physics Laboratory Riken Nishina Center

• Matsuyanagi Kenichi

  Department Of Physics Graduate School Of Science Kyoto University

• 在田 謙一郎

  名古屋工大 工

• MATSUYANAGI Kenichi

  Department of Physics, Kyoto University

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