Theory of Relativistic Rotators and Elementary Particles. I

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概要

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• In view of supplying a unified model of elementary particles the theory of relativistic rotators is developed. Clarifying the physical concept of relativistic rotators, general theory is constructed on the basis of kinematical variables. Consideration of the physical properties of the internal rotational space leads to the definition of isospin and internal chirality. Other internal constants of motion are also taken out to be identified as mass and ordinary spin. Possible rotator models are classified according to the structure of the rotational part of the Lagrangian. Various hitherto known models are automatically reproduced in this way, with their internal properties revealed. In addition, entirely new models also follow from this scheme.

• 理論物理学刊行会の論文
• 1960-05-25

著者

• Takabayasi Takehiko

  Physics Institute University Of Nagoya

• Takabayasi Takehiko

  Physical Institute Nagoya University

• TAKABAYASI Takehiko

  Physics Institute, University of Nagoya

関連論文

• Equivalence between the Formulation of Quantum Mechanics in terms of Quantum Potential and the One in terms of Markoff-like Process
• Theory of Relativistic Rotators and Elementary Particles. I
• 'Quantum Condition' in the Phasespace Representation of Quantum Mechanics
• Relativistic Hydrodynamics Equivalent to the Dirac Equation
• On the Hydrodynamical Representation of Non-Relativistic Spinor Equation
• Mass Relations for Strongly Interacting Particles and Resonances. II
• Mass Relations for Strongly Interacting Particles and Resonances. I
• A Non-local Wave Equation and its Connection with the Dirac Particle
• The Vector Representation of Spinning Particle in the Quantum Theory, I
• Internal Degrees of Freedom and Elementary Particles. I
• On the Formulation of Quantum Mechanics associated with Classical Pictures
• On the Structure of Dirac Wave Function

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