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The classification of the single traveling wave solutions to ( 1 + 1 ) \\((1+1)\\) dimensional Gardner equation with variable coefficients
by
Cao, Damin
, Du, Lijuan
in
Classification
/ Computer simulation
/ Concrete construction
/ Polynomials
/ Traveling waves
2019
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The classification of the single traveling wave solutions to ( 1 + 1 ) \\((1+1)\\) dimensional Gardner equation with variable coefficients
by
Cao, Damin
, Du, Lijuan
in
Classification
/ Computer simulation
/ Concrete construction
/ Polynomials
/ Traveling waves
2019
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The classification of the single traveling wave solutions to ( 1 + 1 ) \\((1+1)\\) dimensional Gardner equation with variable coefficients
Journal Article
The classification of the single traveling wave solutions to ( 1 + 1 ) \\((1+1)\\) dimensional Gardner equation with variable coefficients
2019
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Overview
In this paper the classification of single traveling wave solutions of (1+1)\\((1+1)\\) dimensional Gardner equation with variable coefficients is obtained by applying the complete discrimination system to the polynomial and trial equation methods. In particular, the corresponding solutions for the concrete parameters are constructed to show that each solution in the classification can be realized. Moreover, numerical simulations shown in the paper could help us better understand the nature of each solution.
Publisher
Springer Nature B.V
Subject
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