In this work, the model equation with space fractional-order (FO) is used to investigate the
nonlinear ion acoustic shock wave excitations (NIASWEs) in an unmagnetized collisionless …

Complex and nonlinear fractal equations are ubiquitous in natural phenomena. This
research employs the fractal Euler− Lagrange and semi-inverse methods to derive the …

Regular and singular dust ion-acoustic solitons structures have been investigated
employing a semi-analytical scheme, Adomian decomposition method (ADM). The Damped …

All applications of fractional calculus to physics propose fractional equations of motion for
various complex phenomena. Complex and nonlinear fractional equations are very familiar …

In this paper, the fractional generalized Kuramoto-Sivashinsky (FGKS) equation is derived
using the semi-inverse technique. The FGKS equation is familiar and often occurs in nature …

The nonlinear behavior of the surface charge has been analyzed for the curved plasma
boundary. Detail descriptions of the solitary surface wave motion are obtained for the cold …

The structure of the plane viscous shock-front in a two-phase gas–solid particle medium is
investigated with the help of Navier–Stokes relation using the method of wave-front analysis …

The investigation on propagation of shock waves with terahertz frequency in field-effect
transistors has promoted the development of terahertz radiators and detectors. In this paper …

We study the propagation properties of the small amplitude nonlinear ion acoustic solitary
structure in dense electron-position-ion (epi) plasmas. We consider an oblique propagation …

Propagation of nonlinear shock structures in inhomogeneous dusty plasmas with power law
dust size distribution and nonadiabatic dust charge fluctuation has been investigated. Using …