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dc.contributor.authorCabanillas Zannini, Victor Rafael
dc.contributor.authorQuispe Méndez, Teófanes
dc.contributor.authorRamos, Anderson J. A.
dc.contributor.otherCabanillas Zannini, Victor Rafael
dc.identifier.citationCabanillas Zannini, V. R., Quispe Méndez, T. & Ramos, A. J. A. (2023). Laminated beams with thermoelasticity acting on the shear force. Mathematical Methods in the Applied Sciences, 46(1), 1352-1374.
dc.descriptionIndexado en Scopuses_PE
dc.description.abstractIn this paper, we study the stabilization of a laminated beam system under the action of a new thermal coupling. Motivated by the work of Almeida Júnior et al. in the context of the Timoshenko system, we consider a thermoelastic coupling acting on the shear force. The present work constitutes a generalization of Almeida Júnior's paper because our study model considers an interfacial slip. More precisely, if we make the parameter (Formula presented.) of our system go to infinity, we obtain the Timoshenko beam system studied by the authors. We show that the weakly dissipative system of our manuscript is exponentially stable if, and only if, the wave propagation speeds are equal. Otherwise, we show that the system is polynomially stable and that the associated semigroup decays with rate (Formula presented.). Furthermore, we show that this decay rate is optimal.es_PE
dc.publisherJohn Wiley & Sons, Ltd.es_PE
dc.relation.ispartofurn:issn: 0170-4214
dc.sourceRepositorio Institucional - Ulimaes_PE
dc.sourceUniversidad de Limaes_PE
dc.subject.classificationPendiente / Pendientees_PE
dc.titleLaminated beams with thermoelasticity acting on the shear forcees_PE
dc.type.otherArtículo en Scopuses_PE
dc.identifier.journalMathematical Methods in the Applied Scienceses_PE
dc.description.peer-reviewRevisión por pareses_PE

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