Gravity from Poincare Gauge Thoery of the Fundamental Particles. III : Weak Field Approximation

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概要

• 論文の詳細を見る

• We apply the weak field approximation to the most general gravitational field equations in Poincare gauge theory. The weak gravitational field h_<μν> is a multimass field obeying a fourth-order field equation. In the Newtonian approximation we show that there are two routes to arrive at the Newtonian potential. The torsion field is decomposed into six irreducibe building blocks with spin^<parity>, 2^+, 2^-, 1^+, 1^-, 0^+ and 0^-, each of which obeys the Klein-Gordon equation. Finally, we construct a possible candidate for the massless graviton field which obeys the linearized Einstein equation.

• 理論物理学刊行会の論文
• 1980-10-25

著者

• Shirafuji Takeshi

  Physics Department Saitama University

• HAYASHI Kenji

  Max-Planck-Institut fur Physik und Astrophysik Munchen

• SHIRAFUJI Tadahiko

  Department of Physics, Chiba University

• Hayashi K

  北海道大学水産科学研究科

• HAYASI Kenji

  Institute of Physics, University of Tokyo

• Hayasi Kenji

  Institute Of Physics University Of Tokyo

• Hayashi Kenji

  Institute Of Physicsm Kitasato University

• Hayashi Kenji

  Max-planck Institut Fur Physik Und Astrophysik

• Hayashi Kenji

  Institute Of Biological Sciences University Of Tsukuba

• HAYASHI Kenji

  Institute of Physics, University of Tokyo

• HAYASHI Kenji

  Institute of Physics, Kitasato University

• HAYASHI Kenji

  Institute of Physics, Tokyo University

• HAYASHI kiyoshi

  Faculty of Commerce, Meiji University

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