The present study analyzes the propagation of surface waves on a strongly inhomogeneous
loaded bi-elastic cylindrical tube with variable material constituents. More precisely, due to …

This study stems from the growing need for effective mathematical tools to tackle nonlinear
fractional evolution equations, which find wide applications in physics and engineering …

In this research, coupled fractional models for immersed spheres and oscillatory pendulums
have been proposed. We deploy the Laplace transform method together with the negative …

The current study examines the propagation of surface waves in an asymmetric rotating
doubly coated nonhomogeneous half space. The coating layers are assumed to be made of …

The current manuscript investigates the interactive nature of the wave and temperature field
in an infinite thermoelastic coaxial solid cylinder. The cylinder is endowed with suitable …

This investigation explores the vibrational response of a sandwich plate with material
parameter nonhomogeneity and a viscoelastic core, incorporating Pasternak foundations …

The study analyzes damped elastic waves on a loaded rotating two-layered cylindrical
composite in the presence of sliding interfacial conditions. The sense of shear horizontal …

The present study focuses on the examination of the propagation of plane surface waves on
a coated half-space, which is accompanied by the magnetic field force, and the normal …

Drawing on the principles of fractal properties and nonlinear vibration analysis, this paper
delves into the investigation of a moving bead on a vertically rotated parabola. The …

Recently, some researchers have revisited the analysis of chlorine transportation in
cylindrical pipes by deploying a coupling between the Laplace transform method and the …