Nonlinear propagation of ion-acoustic waves is investigated in a one-dimensional,
unmagnetized plasma consisting of positive ions, negative ions, and nonthermal electrons …

The nonlinear properties of ion acoustic shock waves are studied. The Burgers equation is
derived and converted into the time fractional Burgers equation by Agrawal's method. Using …

Ion-acoustic (IA) solitary wave propagation is investigated by solving the fractional Schamel
equation (FSE) in a homogenous system of unmagnetized plasma. This plasma consists of …

A hybrid of Fourier transform and new modified homotopy perturbation method based on the
Adomian method is developed to solve linear and nonlinear partial differential equations …

The time fractional modified Korteweg-de Vries (TFMKdV) equation is solved to study the
nonlinear propagation of small but finite amplitude dust ion-acoustic (DIA) solitary waves in …

The dynamics of nonlinear propagation of the heavy-nucleus-acoustic waves (HNAW) is
theoretically investigated in a plasma comprising non-degenerate inertial heavy ions …

Nonlinear propagation of dust-ion-acoustic (DIA) waves is investigated in a one-
dimensional, unmagnetized plasma containing positive ions, negative ions, trapped …

Electronegative dusty plasma composed of Boltzmann electrons, Boltzmann negative ions,
inertial positive ions and charge fluctuating dust has been considered. The fractional …

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

The unmagnetized collisionless dusty plasmas consisting of Maxwell-distributed electrons,
inertial ions, and negatively charged dust grains are taken into consideration in order to …