Author: "Fan, Xinghua" / Topic: mathematical models - Searchworks@Jio Institute Digital Library Search Results

Your search keyword '"Fan, Xinghua"' showing total 2 results

Start Over Author "Fan, Xinghua" Topic mathematical models

Author: Fan, Xinghua, Yang, Shouxiang, Yin, Jiuli, and Tian, Lixin
Subjects: *NUMERICAL solutions to differential equations, *SOLITONS, *BIFURCATION theory, *WATER waves, *PARAMETER estimation, *MATHEMATICAL models, *SMOOTHNESS of functions, *MATHEMATICS
Abstract: Abstract: A two-component Fornberg–Whitham equation is introduced as a model for water waves. The bifurcations of traveling wave solutions are studied. Parametric conditions to smooth soliton solution, kink solution, antikink solution and uncountable infinite many smooth periodic wave solutions are given. Some expressions for those solutions are presented. [Copyright &y& Elsevier]
Published: 2011
Full Text: View/download PDF

Author: Yin, Jiuli, Ding, Shanyu, Tian, Lixin, Fan, Xinghua, and Deng, Xiaoyan
Subjects: *EXISTENCE theorems, *NONLINEAR equations, *PROOF theory, *TRAVELING waves (Physics), *PARAMETER estimation, *PAINLEVE equations, *MATHEMATICAL models
Abstract: Abstract: The nonlinear dispersive mKdV equation is proved to be Painleve integrable. Detailed classification of its travelling waves under certain parameter conditions are obtained by the improved qualitative analysis method. Abundant type of solutions are shown to exist including exotic traveling waves, peaked waves, compacted waves, looped and cusped waves, very particular composite waves having two singular points. [Copyright &y& Elsevier]
Published: 2014
Full Text: View/download PDF

Books, media, physical & digital resources

Searchworks