Quantization of a Spin-3/2 Field Interacting with the Electromagnetic Field

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概要

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• Quantization of the Rarita-Schwinger field interacting with the internal (external) electromagnetic field is made by using the Dirac-Casalbuoni method. The generator of the Poincare group are explicitly given when the electromagnetic field is quantized. The commutator of the symmetric energy-momentum densities is also obtained. When the external electromagnetic field is coupled to the Rarita-Schwinger field, some of the constraint equations have explicit time-dependence. We develop the Dirac formalism for the system with time-dependent constraints. The result turns out to be that the Johnson-Sudarshan disease associated with equal-time anti-commutation relations still exists, so far the electromagnetic field is coupled through the minimal interaction.

• 理論物理学刊行会の論文
• 1980-04-25

著者

• Inoue Katsuya

  School Of High Energy Accelerator Science The Graduate University For Advanced Studies:institute For

• KOBAYASHI Masanori

  Department of Pediatrics, University of Nagoya

• INOUE Kazuhiko

  Instisute of Physics, University of Tsukuba

• Omote Minoru

  Institute Of Physics The University Of Tsukuba

• Omote Minoru

  Institute Of Physics University Of Tsukuba

• Kobayashi Masanori

  Department Of Applied Electronics Tokyo Institute Of Technology

• OMOTE Minoru

  Institute of Physics, University of Tsukuba

• Inoue Kazuko

  Department of Applied Molecular Science Institute for Molecular Science : Faculty of Science, Hiroshima University

• KOBAYASHI Makoto

  National Laboratory for High Energy Physics(KEK)

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