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Analytic Solutions of the Klein-Gordon Equation in a Semi-Infinite Channel

机译：半无限通道中Klein-Gordon方程的解析解

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摘要

In this report, the authors show how to construct analytic solutions of the Klein-Gordon equation in a semi-infinite channel. The Klein-Gordon equation can be derived from shallow water equations. The analytic solutions are given for various choices of initial and boundary conditions.

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作者
Neta, B.; Lindquist, J. M.; Giraldo, F. X.;
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年度 2009
页码 p.1-22
总页数 22
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Fourier transformation ; Boundary layer flow ; Channels ; Partial differential equations ; Shallow water ; Quantum theory ; Variables ; Cartesian coordinates ; Fluid mechanics ; Time ; Velocity ; Elevation ; Thickness ; Coriolis effect ; Waveguides;

机译：傅里叶变换;边界层流;通道;偏微分方程;浅水;量子理论;变量;笛卡尔坐标;流体力学;时间;速度;高程;厚度;科里奥利效应;波导;

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机译：半线性Klein-Gordon方程解的整体存在性
6. Exact solutions for (1 + 1)-dimensional nonlinear dispersive modified Benjamin-Bona-Mahony equation and coupled Klein-Gordon equations [O] . Kamruzzaman Khan, M Ali Akbar, S M Rayhanul Islam -1

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7. Analytic solutions of the Klein-Gordon equation in a semi-infinite channel [O] . Neta Beny, Lindquist J. M., Giraldo F. X. 2009

机译：半无限通道中Klein-Gordon方程的解析解

Analytic Solutions of the Klein-Gordon Equation in a Semi-Infinite Channel

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