This paper is concerned with the global attractors for a new partially damped porous-
elasticity system by taking a truncated version which is free of blow-up on second wave …

Numerous studies have been conducted to investigate porous systems under different
damping effects. Recent research has consistently achieved the expected exponential …

In this work, we establish the well-posedness and the asymptotic stability of a linear
thermoelastic Gurtin–Pipkin–Timoshenko system free of second spectrum. We give a …

In this work, we consider a one‐dimensional truncated Timoshenko system coupled with a
heat equation, where the heat flux is given by the generalized dual‐phase lag model. By …

The stability features of the dissipative porous elastic systems have piqued the interest of
several researchers. The desired exponential decay property of the energy is obtained …

This work focusses on the well–posedness and the exponential stability of a simplified
porous elastic system. By omitting the second time derivative term of the function φ in the …

In this study, we consider a viscoelastic Shear beam model with no rotary inertia.
Specifically, we study ρ 1 φ tt− κ (φ x+ ψ) x+(g∗ φ xx)(t)= 0,− b ψ xx+ κ (φ x+ ψ)= 0, where the …

This paper is concerned with the well-posedness and stability of a one-dimensional
thermoelastic truncated Timoshenko system of Type III. In order to establish the well …

In this thesis, we will study some evolution problems that represent some physical
phenomena (Piezoelectric beam, Kirchhoff beam) with some types of delay (for example …

Aims: This paper investigates the dissipative Bresse-Timoshenko system without second
spectrum. Study Design: Cross-sectional study. Place and Duration of Study: This paper was …