A Variational Integro-Differential Equation for Three Identical Particles in an S-State : Nuclear Physics

スポンサーリンク

概要

• 論文の詳細を見る

• Starting from the Schrodinger equation, a new Variational Integro-Differential Equation (VIDE) for three bosons in S-state is derived. The wave function has the simple structure of a sum of two-body amplitudes. It is shown that the new equation gives results which are three orders of magnitude better than the corresponding results obtained from a single Faddeev equation, where the pairs are in an S-state. The latter equation generates an exact solution only for S-state projected potentials. Moreover, the ghost contributions occurring in the Faddeev amplitudes for three bosons in an S-state do not exist in the new equation.

• 理論物理学刊行会の論文
• 1997-12-25

著者

• Fabre De

  Physics Department University Of South Africa

• Braun M.

  Physics Department,University of South Africa

• Sofianos A

  Physics Department,University of South Africa

• Sofianos A

  Physics Department University Of South Africa

• Braun M.

  Physics Department University Of South Africa

• Fabre de

  Physics Department,University of South Africa

• de la

  Physics Department,University of South Africa

• Sofianos S.A.

  Physics Department,University of South Africa

関連論文

• A Variational Integro-Differential Equation for Three Identical Particles in an S-State : Nuclear Physics

スポンサーリンク