Gaussian Expansion Method for Few-Body Systems――From Atom/Molecule to Quark Systems――

DOI Web Site 2 Citations 36 References

Bibliographic Information

Other Title
  • ガウス関数展開法による少数粒子系の精密計算――原子・分子からクォーク系まで―― （解説）
  • ガウス関数展開法による少数粒子系の精密計算--原子・分子からクォーク系まで
  • ガウス カンスウ テンカイホウ ニ ヨル ショウスウ リュウシケイ ノ セイミツ ケイサン ゲンシ ブンシ カラ クォークケイ マデ

Search this article

Abstract

Gaussian expansion method that has been proposed and developed by the authors is reviewed. The method takes all the sets of rearrangement Jacobi coordinates and constructs the few-body Gaussian basis functions on the coordinates, setting the Gaussian ranges to lie in geometric progression. The method is suited for describing both the short-range correlations and long-range tail behavior, and has extensively been applied to various types of few-body problems in physics including both bound states and scattering states.

Journal

  • Butsuri

    Butsuri 61 (1), 27-35, 2006-01-05

    The Physical Society of Japan

Citations (2)*help

See more

References(36)*help

See more

Related Projects

See more

Details 詳細情報について

Report a problem

Back to top