Analysis of the High Energy Jet Showers. I : A Proposal of New Kinematical Approach

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概要

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• A method is introduced for the kinematical analysis of data obtained from the study of multiple pion production at very high energy, without making use of a symmetry assumption for the angular distribution of pions in the Centre of Mass System. Expressions are derived which, for constant and known transverse momentum of the emitted pions, give the inelasticity in the Mirror System, the four-momentum transfer and the transverse momentum of the target particles. Introducing the asymmetry factor, which is obtainable appropriately in the practical case, it is shown to be possible to derive formulae which, also for constant and known pion transverse momentum, yield, in good approximation, the total energy and the angular momentum of the pions in the Centre of Mass System, and the Lorentz factor of the Centre of Mass. The new formula for the Lorentz factor is compared with Castagnoli's formula, for the case in which a true asymmetry exists.

• 理論物理学刊行会の論文
• 1965-02-25

著者

• YAJIMA Nobuo

  Institute of Plasma Physics, Nagoya University

• Yajima Nobuo

  Institute Of Plasma Physics Nagoya University

• HASEGAWA Shun-iti

  Institute for Nuclear Study, University of Tokyo

• Hasegawa Shun-iti

  Institute For Nuclear Study University Of Tokyo

関連論文

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• Analysis of the High Energy Jet Showers. IV : Four Momentum Transfer and Transverse Momentum of Recoil Nucleon
• Resonant Interaction of Solitons and Zakharov-Shabat Theory
• Non-Linear Motion of Ion Streams in a Background of High Temperature Electrons
• Analysis of the High Energy Jet Showers. III : Analysis of Experimental Data
• Motion of Charged Particles Confined in a Helically Invariant Magnetic Field
• Analysis of the High Energy Jet Showers. I : A Proposal of New Kinematics
• Analysis of the High Energy Jet Showers. II : Monte Carlo Test of the New Formulae
• Analysis of the High Energy Jet Showers. I : A Proposal of New Kinematical Approach
• The Effect of Finite Ion Larmor Radius on the Alfven Wave Instability
• Application of Linear Response Theory to Dielectric and Conduction Problems in a Turbulent Plasma
• The Effect of Finite Ion Larmor Radius on the Propagation of Magnetoacoustic Waves

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