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math.AP2021
Exponential stability of the Euler-Bernoulli microbeam and thermal effect
Roberto Díaz, Octavio Vera, Nicolás Zumelzu
The main goal in this work is to prove the exponential decay of the semigroup associated with a thermoelastic system composed of an Euler-Bernoulli type equation that models the tr…
math.AP2015
Asymptotic behavior of an inhomogeneous flexible structure with Cattaneo type of thermal effect
Margareth S. Alves, Pedro R. Gamboa, G. Gorain +2
We consider vibrations of an inhomogeneous flexible structure modeled by a D viscoelastic equation with Kelvin-Voigt, coupled with an expected dissipative effect : heat conducti…
math.AP2007★ 9 cited
Smoothing properties for the higher order nonlinear Schrödinger equation with constant coefficients
Mauricio Sepulveda, Octavio Vera
We study local and global existence and smoothing properties for the initial value problem associated to a higher order nonlinear Schrödinger equation with constant coefficients wh…