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Title
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NEW EXACT TRAVELING WAVE SOLUTIONS TO THE (2+1)-DIMENSIONAL CHIRAL NONLINEAR SCHRODINGER EQUATION
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Type
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JournalPaper
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Keywords
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CHIRAL NONLINEAR;sine-cosine/sinh-cosh
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Abstract
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In this research work, we successfully construct various kinds of exact traveling wave solutions such as trigonometric like, singular and periodic wave solutions as well as hyperbolic solutions to the (2+1)-dimensional Chiral nonlinear Schroginger equation (CNLSE) which is used as a governing equation to discuss the wave in the quantum eld theory. The mechanisms which are used to obtain these solutions are extended rational sine-cosine/sinh-cosh and the constraint conditions for the existence of valid solutions are also given. The attained results exhibit that the proposed techniques are a signi cant addition for exploring several types of nonlinear partial di erential equations in applied sciences. Moreover, 3D, 2D-polar and contour pro les are depicted for showing the physical behavior of the reported solutions by setting suitable values of unknown parameters.
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Researchers
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- - (Not In First Six Researchers), - - (Fifth Researcher), Mostafa Eslami (Fourth Researcher), - - (Third Researcher), - - (Second Researcher), Hadi Rezazadeh (First Researcher)
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