Higher-Order Numerical Solutions of a 2+1d Nonlinear Klein-Gordon Equation

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概要

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• We consider a 2 -F ld nonlinear Klein-Gordon eq uation, which has a nonlinear part2cp'-Fpcp'. We have found many higher-order solutions corresponding to specific in-itial values. The characteristic feature of this system is that tlne space integral of the"potential" energy 2cp'/4-i-jtcf?'/3 vanishes for all these high<cr-order solutions.

• 社団法人日本物理学会の論文
• 1989-10-15

著者

• Fusaoka Hideo

  Aichi Medical University

関連論文

• Higher-Order Numerical Solutions of a 2+1d Nonlinear Klein-Gordon Equation
• Common Airy Function Type Solutions of Some Nonlinear Equations
• Numerical Solutions of Klein-Gordon Equations with Quadratic and Cubic Nonlinearity
• Exact Solutions of a Higher-Dimensional Sine-Gordon-Type Equation

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