WATER_WAVE

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Bifurcation analysis and exact traveling wave solutions for (2+1)-dimensional generalized modified dispersive water wave equation被引量：3
《Chinese Physics B》2020年第10期148-153,共6页Ming Song Beidan Wang Jun Cao 
Project supported by the National Natural Science Foundation of China (Grant Nos. 11361069 and 11775146).
We investigate (2+1)-dimensional generalized modified dispersive water wave (GMDWW) equation by utilizing the bifurcation theory of dynamical systems. We give the phase portraits and bifurcation analysis of the plane ...
关键词：bifurcation theory generalized modified dispersive water wave equation traveling wave solution 
Effects of orientation and shape of holes on the band gaps in water waves over periodically drilled bottoms被引量：1
《Chinese Physics B》2010年第2期19-23,共5页钟兰花 吴福根 钟会林 
supported by the National Natural Science Foundation of China (Grant No. 10674032)
The complete band gaps （CBGs） of shallow water waves propagating over bottoms with periodically drilled holes are investigated numerically by the plane wave expansion method. Four different patterns are considered, ...
关键词：water surface wave band gap plane wave expansion method 
Periodic folded waves for a (2+1)-dimensional modified dispersive water wave equation被引量：1
《Chinese Physics B》2009年第8期3163-3168,共6页黄文华 
supported in part by National Natural Science Foundation of China (Grant No 10772110)
A general solution, including three arbitrary functions, is obtained for a （2~l）-dimensional modified dispersive water-wave （MDWW） equation by means of the WTC truncation method. Introducing proper multiple valued...
关键词：modified dispersive water-wave equation WTC truncation method periodic folded wave 
A third-order asymptotic solution of nonlinear standing water waves in Lagrangian coordinates被引量：1
《Chinese Physics B》2009年第3期861-871,共11页陈益处 许弘莒 
Asymptotic solutions up to third-order which describe irrotational finite amplitude standing waves are derived in Lagrangian coordinates. The analytical Lagrangian solution that is uniformly valid for large times sati...
关键词：LAGRANGIAN nonlinear standing waves particle trajectory Lagrangian wave frequency 
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