Linear structures are inherently difficult to exhibit mechanical properties with high-static-low-
dynamic stiffness (HSLDS), which means that linear isolators with these structures struggle …

In this paper, we study the propagation of elastic waves in three-dimensional single-phase
metamaterials using the finite element method. Both elastic and viscoelastic scenarios are …

Elastic metamaterials incorporating locally resonating unit cells can create bandgap regions
with lower vibration transmissibility at longer wavelengths than the lattice size and offer a …

Recently, much research has been conducted on fractional-order differential calculus to
generalise existing mathematical models or propose new ones to describe different …

In this paper, the solvability of a system of fully nonlinear Hilfer fractional differential
equations on the half‐line is studied. Firstly, considering that the half‐line as the domain has …

The main driving force in modern technology is to make systems of smaller dimensions and
novel materials. This poses enormous technological challenges to manufacturing …

In this paper, the solvability of boundary value problems for a class of nonlinear Hilfer
fractional differential equations at resonance in $\mathbb {R}^ n $ is studied. In the past …

In this study, the dispersion of an infinite shear beam with a lumped mass connected at
periodic distances and resting on an elastic foundation was examined. The effect of …

In this study, the dispersion of an infinite shear beam with a lumped mass connected at
periodic distances and resting on an elastic foundation was examined. The effect of …

Aims/Objectives: To develop an intuitive guide for enhanced students' understanding of the
classical one-dimensional wave equation, bridging the gap between theoretical derivations …