Off the Energy Shell T Matrix. II : Triplet State
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概要
- 論文の詳細を見る
The coupled equations of the off-shell Lippman-Schwinger equation for triplet states are solved. From the outgoing wave parts of the solutions, the expressions of the off-shell T matrices for triplet-state interactions are derived. It is shown that the present T matrices on the energy shell agree with the usual ones and the off-shell T matrices have the symmetry property, t^<J1(+)>_<l,l'>(p,k;z) = t^<J1(+)>_<l',l>(k,p;z).
- 理論物理学刊行会の論文
- 1973-05-25
著者
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TAKEMIYA Toshinori
Department of Physics, Kumamoto University
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Takemiya Toshinori
Department Of Physics Kumamoto University
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Takemiya Toshinori
Department Of Nuclear Science Kyoto University
関連論文
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- High Energy Elastic Scattering of Nucleon from Nuclei : Analyses of Experimental Data
- Deuteron Breakup Reaction by 130 MeV Neutron
- Off-the-Energy-Shell T Matrix. I : Singlet State
- Binding Energy for Three-Nucleon System
- Off the Energy Shell T Matrix. II : Triplet State
- On the Deuteron Elastically Scattered by Nuclei
- Nucleon Distribution in the Triton
- On the Low Energy n-d Scattering : Nuclear Physics
- On High Energy Charge Exchange Collision
- Analyzing Powers in the n-d Scattering and 2-N Interaction
- Deuteron Breakup Reaction Induced by Low Energy Neutron : Nuclear Physics
- A Note on the Differential Cross Section and the Polarization of Nucleon Elastically Scattered by Deuteron
- Analyzing Powers in Elastic Nucleon-Deuteron Scattering : Progress Letters