3 citations · 4 across the 9 of their papers we have counts for
9 papers
Analyticity for Double Wall Carbon Nanotubes Modeled as Timoshenko Beams with Kelvin-Voigt and Intermediate Damping
Fredy Maglorio Sobrado Suárez, Gilson Tumelero, Jackson Luchesi +2
This manuscript studies a model of double-walled carbon nanotubes using two Timoshenko beams which are coupled by the Van der Walls force . Kelvin-Voigt type dampings $(u_x-…
The regularity of the coupled system between an electrical network with fractional dissipation and a plate equation with fractional inertial rotational
Santos R. W. S. Bejarano, Filomena B. R. Mendes, Fredy M. Sobrado Suárez +2
In this work we study a strongly coupled system between the equation of plates with fractional rotational inertial force where the parameter and the eq…
Stability and Regularity for Double Wall Carbon Nanotubes Modeled as Timoshenko Beams with Thermoelastic Effects and Intermediate Damping
Fredy M. Sobrado Suárez, Lesly D. Barbosa Sobrado, Gabriel L. Lacerda de Araujo +1
This research studies two systems composed by the Timoshenko beam model for double wall carbon nanotubes, coupled with the heat equation governed by Fourier's law. For the first sy…
Regularity for the Timoshenko system with fractional damping
Fredy Maglorio Sobrado Suárez
We study, the Regularity of the Timoshenko system with two fractional dampings and ; both of the parameters vary in the interval . We note th…
Regularity to Timoshenko's System with Thermoelasticity of Type III with Fractional Damping
Filomena Barbosa Rodrigues Mendes, Lesly Daiana Barbosa Sobrado, Fredy Maglorio Sobrado Suárez
The article, presents the study of the regularity of two thermoelastic beam systems defined by the Timoshenko beam model coupled with the heat conduction of Green-Naghdiy theory of…
Stability and Regularity the MGT-Fourier Model with Fractional Coupling
Filomena Barbosa Rodrigues Mendes, Fredy M. Sobrado Suárez, Richard S. W. Sanguino Bejarano
In this work, we study the stability and regularity of the system formed by the third-order vibration equation in Moore-Gilson-Thompson time coupled with the classical heat equatio…
Regularity of Euler-Bernoulli and Kirchhoff-Love Thermoelastic Plates with Fractional Coupling
Fredy Maglorio Sobrado Suárez, Lesly Daiana Barbosa Sobrado
I In this work, we present the study of the regularity of the solutions of the abstract system\eqref{Eq1.10} that includes the Euler-Bernoulli() and Kirchoff-Love() therm…
A Note on the Regularity of Thermoelastic Plates with Fractional Rotational Inertial Force
Fredy Maglorio Sobrado Suárez
The present work intends to complement the study of the regularity of the solutions of the thermoelastic plate with rotacional forces. The rotational forces involve the spectral fr…
A Gevrey class semigroup, exponential decay and Lack of analyticity for a system formed by a Kirchhoff-Love plate equation and the equation of a membrane-like electric network with indirect fractional damping
Fredy Maglorio Sobrado Suárez, Filomena Barbosa Rodrigues Mendes
The emphasis in this paper is on the Coupled System of a Kirchhoff-Love Plate Equation with the Equation of a Membrane-like Electrical Network, where the coupling is of higher orde…