Internal Quantum States of Hyperspherical (Nakano) Relativistic Rotators

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概要

• 論文の詳細を見る

• If one quantizes with conventional methods the classical internal motion of the hyperspherical (Nakano) relativistic rotator, the relativistic Hamiltonian splits into the sum of two complex conjugate spherical complex three-dimentional rotators. The corresponding excited "levels" also split into fine structure states, each "level" being naturally associated to a vector space irreducible under complex transformations isomorphic to the full Lorentz group. It finally turns out that every state is characterized by a set of quantum numbers with which we can classify typical families of rotator levels.

• 理論物理学刊行会の論文
• 1960-10-25

著者

• Bohm D.

  Bristol University

• HILLION P.

  Institut Henri Poincare

• VIGIER J.

  Institut Henri Poincare

関連論文

• Internal Quantum States of Hyperspherical (Nakano) Relativistic Rotators

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