A survey of some recent theoretical and experimental studies on localized structures that
form and propagate in a broad class of optical and matter-wave media is presented. The …

In this research, we study the dynamical behaviors of a linear triatomic molecule. First, a
classical Lagrangian approach is followed which produces the classical equations of …

In recent years, car industry experts and designers have given more attention to ensuring
the safety and comfort of the car and its passengers while traveling on harsh road surfaces …

The aim of this manuscript is to study the dynamics of the motion of an accelerated mass-
spring system within fractional calculus. To investigate the described system, firstly, we …

Duffing systems are a pattern for illustrating various physical processes and dynamical
systems. These systems can be accurately modeled by fractionalorder equations. In this …

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This work is devoted to find the reliable numerical solution of an epidemic model with
constant vaccination strategy. For this purpose, a structure preserving numerical scheme …

The nonlinear Schrödinger equation (NLSE) can well identify the development of waves in
deep water and optical fibers towards the least-order approximation. This study addresses …

Active suspension systems aim to increase ride comfort by reducing body acceleration due
to road disturbances. This research proposes a new fuzzy logic controller (FLC) for such …

In this chapter, the authors used a comparative study between passive and active
suspension of quarter car models with deference intelligent controllers. This study aims to …