Atractores globales de ondas Riemannianas y la medida óptima del amortiguamiento localizado (#1136)
Read ArticleDate of Conference
July 19-21, 2023
Published In
"Leadership in Education and Innovation in Engineering in the Framework of Global Transformations: Integration and Alliances for Integral Development"
Location of Conference
Buenos Aires
Authors
Cortez Gutierrez, Hernan Oscar
Mendoza Arenas, Ruben Dario
Delgado Baltazar, Marisol Paola
Sotelo Pejerrey, Alfredo
Bocanegra Rodríguez, Lito Edinson
Ruiz Salazar, Jenny Maria
Durand Gonzales, Cesar Angel
Abstract
We analyze the long-term dyna- mics of a Riemannian wave exposed to cri- tical structural forces in the Sobolev sense, where the dissipation region is located and its measurement is optimized, in particular, the damping region is epsilon-controllable in mea- surement . The objective is to prove the exis- tence of a global attractor for the semigroup associated to the model.