Symplectic Integrators for Nonlinear Schrodinger Equation

• Sasa Narimasa

  CCSE, Japan Atomic Enenrgy Reserach Institute

• Yoshida Haruo

  National Astronomical Observatory of Japan

Bibliographic Information

Other Title

• 非線形Schrodinger方程式に対するsymplectic数値解法
• ヒセンケイ Schrodinger ホウテイシキ ニ タイスル symplectic スウチカイホウ

Abstract

Symplectic Integrators are developed for Nonlinear Schrodinger Equation regarded as Hamiltonian system of infinite degree of freedom. First order symplectic integrator for Nonlinear Schrodinger Equation is known as the split step fourier method. Higher order symplectic integrators are easily derived and enable us to perform fast and accurate numerical simulations.

Journal

• Transactions of the Japan Society for Industrial and Applied Mathematics

  Transactions of the Japan Society for Industrial and Applied Mathematics 10 (2), 119-131, 2000

  The Japan Society for Industrial and Applied Mathematics

Details

• CRID: 1390001205768562688
• NII Article ID: 110001883488
• NII Book ID: AN10367166
• ISSN: 09172246
• ISSN: 24240982
• DOI: 10.11540/jsiamt.10.2_119
• NDL BIB ID: 5415200
• Web Site: https://ndlsearch.ndl.go.jp/books/R000000004-I5415200
• Text Lang: ja
• Data Source:
  • JaLC
  • NDL
  • CiNii Articles
• Abstract License Flag: Disallowed