Novel exact and solitary solutions of conformable Klein–Gordon equation via Sardar-subequation method
Rashida Hussain, Ansa Imtiaz, Tayyiaba Rasool, Hadi Rezazadeh
Abstract
In this study, the conformable Klein–Gordon equation (KGE) has been investigated. The conformable nonlinear mathematical model has been converted into ordinary differential equation by means of wave transformation and properties of conformable derivative. Sardar-subequation method has been utilized to obtain solutions in terms of trignometric and hyperbolic functions. Consequently, some important solitary wave solutions and novel exact solutions of the considered model has been extracted.
Topics & Concepts
Conformable matrixTraveling waveMathematicsNonlinear systemTransformation (genetics)Ordinary differential equationDerivative (finance)Mathematical analysisApplied mathematicsDifferential equationPhysicsChemistryGeneFinancial economicsEconomicsQuantum mechanicsBiochemistryNonlinear Waves and SolitonsFractional Differential Equations SolutionsNonlinear Photonic Systems