CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1995, Vol. 12 ›› Issue (3): 421-425.

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A FINITE DIFFERENCE SCHEMES FOR A CLASS OF SYSTEMOF GENERALIZED NONLINEAR SCHRODINGEREQUATION OF HIGH ORDER

Zeng Wenping   

  1. Department of Applied Mathematics, Huaqiao University, Quanzhou, 362011
  • Received:1994-03-15 Online:1995-09-25 Published:1995-09-25

Abstract: The paper discusses a class of system of generalized nonlinear schr.dinger equation of high order. A leap-frog finite difference scheme and mixing crank-Nicolson and leap frog finite difference scheme are givent and convergence and stability are also proved. As an example, a given numerical result confoums to the analytically exact one.

Key words: system of Generalized Nonlinear schr.dinger Equation of high order, Leap-frog scheme, convergence

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