SPECIAL SOLITONIC LOCALIZED STRUCTURES FOR THE ONE-DIMENSIONAL BURGERS EQUATION IN WATER WAVES

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DAI C.Q.; YU F.B.

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Journal Paper

Paper Information

Journal: WAVE MOTION Year:2014 | Volume:51 | Issue:- Page(s): 52-59

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Information Journal Paper

Title

SPECIAL SOLITONIC LOCALIZED STRUCTURES FOR THE ONE-DIMENSIONAL BURGERS EQUATION IN WATER WAVES

Author(s)

DAI C.Q. | YU F.B. | Issue Writer Certificate

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Abstract

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NUMERICAL SOLUTION OF THE ONE DIMENSIONAL NON-LINEAR BURGERS EQUATION USING THE ADOMIAN DECOMPOSITION METHOD AND THE COMPARISON BETWEEN THE MODIFIED LOCAL CRANK-NICOLSON METHOD AND THE VIM EXACT ‎SOLUTION

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APA: Copy

DAI, C.Q., & YU, F.B.. (2014). SPECIAL SOLITONIC LOCALIZED STRUCTURES FOR THE ONE-DIMENSIONAL BURGERS EQUATION IN WATER WAVES. WAVE MOTION, 51(-), 52-59. SID. https://sid.ir/paper/664926/en

Vancouver: Copy

DAI C.Q., YU F.B.. SPECIAL SOLITONIC LOCALIZED STRUCTURES FOR THE ONE-DIMENSIONAL BURGERS EQUATION IN WATER WAVES. WAVE MOTION[Internet]. 2014;51(-):52-59. Available from: https://sid.ir/paper/664926/en

IEEE: Copy

C.Q. DAI, and F.B. YU, “SPECIAL SOLITONIC LOCALIZED STRUCTURES FOR THE ONE-DIMENSIONAL BURGERS EQUATION IN WATER WAVES,” WAVE MOTION, vol. 51, no. -, pp. 52–59, 2014, [Online]. Available: https://sid.ir/paper/664926/en

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