Solitary Wave in Linear ODE with Variable CoefficientsThe project supported by National Natural Science Foundation of China (Nos. 40045016, 40175016 and 40035010)

Autor: Shi-Da, Liu, Zun-Tao, Fu, Shi-Kuo, Liu, Guo-Jun, Xin, Fu-Ming, Liang, Bei-Ye, Feng
Zdroj: Communications in Theoretical Physics; June 2003, Vol. 39 Issue: 6 p643-646, 4p
Abstrakt: In this paper, the linear ordinary differential equations with variable coefficients are obtained from the controlling equations satisfied by wavelet transform or atmospheric internal gravity waves, and these linear equations can be further transformed into Weber equations. From Weber equations, the homoclinic orbit solutions can be derived, so the solitary wave solutions to linear equations with variable coefficients are obtained.
Databáze: Supplemental Index