Multistability and Dynamics of Fractional Regularized Long Wave equation with Conformable Fractional Derivatives

摘要: Abstract In this paper, the perturbed and unperturbed fractional regularized long wave (FRLW) equation is taken into consideration by using analytical numerical approaches. For considered model diverse solitonic structures are measured two finest approaches which extended ( G ′ 2 ) -expansion method direct algebraic method. Then, discussed transformed planer dynamical system Galilean transformation. All possible types of phase portraits plotted in respect parameters. Also, effect physical parameters observed after applying an extrinsic periodic power, then responsive analysis applied to evaluate quasi-periodic behavior for distinct initial value problems. On some that, multistability it that values multistable.