Title of article :
Soliton Solutions of the Complex Ginzburg-Landau Equation
Author/Authors :
Rasheed, Faisal Salah Yousif Universiti Teknologi Malaysia - Faculty of Science - Department of Mathematics, Malaysia , Abdul Aziz, Zainal Universiti Teknologi Malaysia - Faculty of Science - Department of Mathematics, Malaysia
Abstract :
The function transformed method is applied to an n-dimensional complex Ginzburg-Landau equation (CGLE), which is being transformed to physically significant well known nonlinear waves equations depending only on the function ξ, and these equations can be exactly solved. The solution of these equations in ξ is shown to lead to a general soliton solution of the CGLE.
Keywords :
Complex Ginzburg , Landau equation , nonlinear waves equation , soliton solution , function transformed method
Journal title :
Matematika
Journal title :
Matematika
