A Geometrical Characteristic of the Mixing Effect Induced by Non-Abelian Berry's Phase : Case of Nuclear Quadrupole System Rotating about Two Axes : General and Mathematical Physics
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概要
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A geometrical characteristic of the mixing effect induced by the non-Abelian Berry's phase appearing in a nuclear quadrupole system (I = 3/2) rotating about two axes is examined by using the rotating frame formulation. We show that the geometry-dependent parts of the mixing effect appear in the magnitude of the probability amplitude of the spin states and the rate of non-trivial mixing among these states after one period of motion of the system. These values depend only on the geometrical parameters which determine the trajectory traced by the principal-axis defined as the direction of the symmetry axis of the quadrupolar interaction.
- 理論物理学刊行会の論文
- 1999-03-25
著者
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ASAKURA Hiroshi
Division of Biomedical Food Research, National Institute of Health Sciences
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Asakura Hiroshi
Department Of Physics Kyoto Sangyo University
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- A Geometrical Characteristic of the Mixing Effect Induced by Non-Abelian Berry's Phase : Case of Nuclear Quadrupole System Rotating about Two Axes : General and Mathematical Physics
- Mixing Effect in a Nuclear Quadrupole System Induced by Non-Abelian Berry's Phase