Title of article
Exact traveling wave solutions of the perturbed Klein–Gordon equation with quadratic nonlinearity in (1+1)-dimension, Part I: Without local inductance and dissipation effect
Author/Authors
ZHANG, Zai-yun Hunan Institute of Science and Technology - School of Mathematics, China
From page
259
To page
267
Abstract
In this paper, the auxiliary ordinary differential equation is employed to solve the perturbed Klein–Gordon equation with quadratic nonlinearity in the (1+1)-dimension without local inductance and dissipation effect. By using this method, we obtain abundant new types of exact traveling wave solutions.
Keywords
Perturbed Klein–Gordon equation , traveling wave solutions , auxiliary ordinary differential equation method
Journal title
Turkish Journal of Physics
Journal title
Turkish Journal of Physics
Record number
2528825
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