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Your search keyword '"sine-gordon expansion method"' showing total 3 results
Start Over Descriptor "sine-gordon expansion method" Journal advances in difference equations
3 results on '"sine-gordon expansion method"'

1. An analytical approach to obtain exact solutions of some space-time conformable fractional differential equations

Author

Nematollah Kadkhoda and Hossein Jafari

Subjects
Space-time fractional Eckhaus equation, Sine-Gordon expansion method, Space-time fractional generalized reaction Duffing model, Conformable derivative, Mathematics, QA1-939
Abstract

Abstract In this paper, the sine-Gordon expansion method is used to obtain analytical solutions of the conformable space-time generalized reaction Duffing model and conformable space-time Eckhaus equation with the aid of symbolic computation. These equations can be reduced into ordinary differential equations (ODEs) using a suitable wave transformation with a predicted polynomial-type solution.

Published
2019
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3. An analytical approach to obtain exact solutions of some space-time conformable fractional differential equations

Author

Hossein Jafari and Nematollah Kadkhoda

Subjects
02 engineering and technology, 01 natural sciences, Conformable derivative, Wave transformation, 0202 electrical engineering, electronic engineering, information engineering, Applied mathematics, Space-time fractional generalized reaction Duffing model, 0101 mathematics, Nonlinear Sciences::Pattern Formation and Solitons, Mathematics, Algebra and Number Theory, Partial differential equation, lcsh:Mathematics, Applied Mathematics, Space time, Ode, Space-time fractional Eckhaus equation, Conformable matrix, lcsh:QA1-939, Symbolic computation, 010101 applied mathematics, Sine-Gordon expansion method, Ordinary differential equation, 020201 artificial intelligence & image processing, Fractional differential, Analysis
Abstract

In this paper, the sine-Gordon expansion method is used to obtain analytical solutions of the conformable space-time generalized reaction Duffing model and conformable space-time Eckhaus equation with the aid of symbolic computation. These equations can be reduced into ordinary differential equations (ODEs) using a suitable wave transformation with a predicted polynomial-type solution.

Published
2019

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