Interaction of Electromagnetic and Gravitational Waves in the Weak and Short Wave Limit
スポンサーリンク
概要
- 論文の詳細を見る
The interaction and the transformation of electromagnetic and gravitational waves in an external electromagnetic field are analyzed. The Einstein-Maxwell field equations are used, and the waves are assumed to be weak and have a short wavelength. The electromagnetic and gravitational potentials are assumed to be sums of potentials of the background and of the wave. In the limit of weak and short wave, the wave potentials can be separated uniquely from the curved background potentials. When an electromagnetic field exists, the energy current densities of two waves may change along a ray, while the total current density remains constant along it. The differential equations governing the interaction of the two waves are identical with the equations derived from the theory of singular surface.
- 理論物理学刊行会の論文
- 1975-11-25
著者
-
Tokuoka Tatsuo
Department Of Aeronautical Engineering Faculty Of Engineering Kyoto University
-
Tokuoka Tatsuo
Department Of Aeronautical Engineering Kyoto University
-
TOKUOKA Tatsuo
Department of Aeronautical Engineering, Kyoto University
関連論文
- A Mathematical Theory of Birefringence of Viscoelastic Media
- Gravitational Waves of Second Order for Scalar-Tensor Field
- Flow Birefringence of Viscoelastic Fluids
- Spherically Symmetric Centripetal Electromagnetic Wave in General Relativity
- Hypo-Elastic Dielectrics. : I. Constitutive Equations
- Gravitational Waves of Second Order in Empty Space
- Interaction of Electromagnetic and Gravitational Waves in the Weak and Short Wave Limit
- Optical Yield and Birefringence of Perfectly Plastic Dielectrics
- Singular Surfaces in Liquid Helium II
- Hypo-Elastic Dielectrics. : II. Birefringence in Simple Shear
- Gravitational Waves of Third and Higher Order
- Plastic Dielectrics with Gnenral Work-Hardening