TY - JOUR
TI - A new 3-D sixth-order Boussinesq model in shallow water wave
AU - Qi Chang-Jun
AU - Zhao Bao-Jun
JN - Thermal Science
PY - 2023
VL - 27
IS - 5
SP - 3857
EP - 3862
PT - Article
AB - In this article, the surface wave in inviscid fluid was analyzed. Based on  the Euler equation and mass conservation equation, and coupled with a set of  boundary conditions, the (2+1)-dimensional sixth-order Boussinesq equation  is derived for the first time. According to double-series perturbation  analysis and scale transformation, the one soliton solution is obtained  with (G′/G)-expansion method. Finally, the effects of amplitude parameter  and shallowness parameter on the amplitude of surface wave are analyzed.