Lagrangian mechanics of Massless Particles with Spin
スポンサーリンク
概要
- 論文の詳細を見る
Lagrangian mechanics of massless particles with spin is studied, based on the interpretation that spin corresponds to displacement in complex directions. Starting with the action integral which ensures the masslessness of particles, two possibilities to introduce spin are investigated. In both cases, the equations of motion cannot fix the world line of massless spinning particles uniquely, due to a "gauge" invariance property of the action integral. The space-time coordinates are not the most suitable for describing massless spinning particles, but it is convenient to take a pair of spinor variables, i.e., a twistor, as the basic dynamical variables to which the canonical quantization procedure can be applied. In one of the two cases, where massless particles are considered to move in superspace with N spinor coordinates, it is found that massless particles form a spin (or helicity) multiplet with the helicity running from - N/4 to + N/4.
- 理論物理学刊行会の論文
- 1983-07-25
著者
-
Shirafuji Takeshi
Physics Department Saitama University
-
SHIRAFUJI Tadahiko
Department of Physics, Chiba University
-
SHIRAFUJI Takeshi
Physics Department,Saitama University
関連論文
- Construction of N=2 Chiral Supergravity Compatible with the Reality Condition (基研研究会「超弦理論と量子場の理論の非摂動的解析」研究会報告)
- Gravity, Nonintegrable Phase Factor and Motion Associated with a Closed Curve
- Gravity from Poincare Gauge Theory of the Fundamental Particles. IV : Mass and Energy of Particle Spectrum
- Productions and Decays of Short-Lived Particles in e^+-e^- Colliding Beam Experiments
- Breakdown of Scaling and Violation of Microcausality
- On the Lower Bound for CP-Nonconservation in the K^0_ Decay into μ^+μ^-
- Spin Structure of Hadrons in the Composite Model and Polarization Phenomena
- Quantum Theory of Soliton in a Periodic Exponential Lattice
- Higher Derivative Gravity in Generalized Covariant Derivative Formalism
- Semiclassical Particles with Arbitrary Spin in the Riemann-Cartan Spacetime : Particles and Fields
- Spinning Test Particles in Spacetime with Torsion : Astrophysics and Relativity
- Spin Precession in Spacetime with Torsion : Astrophysics and Relativity
- Interpretations of Geophysical and Eotvos Anomalies
- Mass and Spin of Exact Solutions of the Poincare Gauge Theory
- Gravity from Poincare Gauge Theory of the Fundamental particles. V : The Extended Bach-Lanczos Identity
- The Homogeneous, Isotropic Universe in New General Relativity : Particles and Fields
- Frame-Dragging Precession of Orbiting Gyroscopes in New General Relativity and Possible Violation of Equivalence Principle : Astrophysics and Relativity
- Energy of General Spherically Symmetric Solution in the Tetrad Theory of Gravitation
- Static,Isotropic Spacetime in New General Relativity
- Gravity from Poincare Gauge Theory of the Fundamental Particles. : The Axial-Vector Model
- Energy and Momentum in the Tetrad Theory of Gravitation : Particles and Fields
- Torsion Field Equation and Spinor Source : Particles and Fields
- Energy, Momentum and Angular Momentum in Poincare Gauge Theory : Astrophysics and Relativity
- Gravity from Poincare Gauge Theory of the Fundamental Particles. VI : Scattering Amplitudes
- Conformal Phase Group and Electromagnetism
- Elementary Particles and Weyl's Gauge Field
- Conformal Rescalings Applied to Poincare Gauge Theory : Particles and Fields
- Lorentz Invariant Theory of Gravitation : Gravitational Interaction of Spin-1/2 Particles
- Gravity from Poincare Gauge Theory of the Fundamental Particles. I : General Formulation
- Lagrangian mechanics of Massless Particles with Spin
- Equivalence Principle in the New General Relativity : Astrophysics and Relativity
- Constraints for Free Fall Experiments Undertaken on a Substance-Dependent Force
- Gauge Theory of Gravitation : A Unified Formulation of Poincare and (Anti-)De Sitter Gauge Theories : Particles and Fields
- Gravity from Poincare Gauge Theory of the Fundamental Particles. II : Equations of Motion for Test Bodies and Various Limits
- Spacetime Structure Explored by Elementary Particles : Microscopic Origin for the Riemann-Cartan Geometry
- Is Thieberger's Result Inconsistent with Stubbs et al.'s One?
- Gravity from Poincare Gauge Thoery of the Fundamental Particles. III : Weak Field Approximation