An Extension of Jastrow's Method for the Quantum Mechanical Many-Body Problem with Strong Forces. I

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概要

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• An extension of Jastrow's method for the treatment of the quantum mechanical manybody problem with strong forces is proposed. A system of N identical particles (nucleons) to which two additional particles S have been attached is considered and a detailed study is performed (in the case lim <Ω→∞>^^^N→∞ N/Ω=ρ, Ω being the volume in which the system is included) by using cluster expansion techniques. A trial expression for E_<s1,s2>, the energy required to separate the two extra particles from the system and from each other, is derived and some possibilities are discussed.

• 一般社団法人日本物理学会の論文
• 1969-05-25

著者

• Kok L.

  International Atomic Energy Agency International Centre For Theoretical Physics : State University G

• ALI S.

  International Atomic Energy Agency, International Centre for Theoretical Physics : the Atomic Energy Centre, Dacca

• KOK L.

  International Atomic Energy Agency, International Centre for Theoretical Physics : State University, Groningen

• GRYPEOS M.

  International Atomic Energy Agency, International Centre for Theoretical Physics

関連論文

• An Extension of Jastrow's Method for the Quantum Mechanical Many-Body Problem with Strong Forces. I

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