RT Journal Article T1 Anisotropy can imply exponential decay in micropolar elasticity A1 Fernández García, José Ramón A1 Quintanilla, Ramón K1 12 Matemáticas AB In this note, two problems arisen in micropolar elasticity are considered from the analytical point of view. Following the Kelvin–Voigt theory of micropolar viscoelasticity, two dissipative mechanisms are imposed: in the first problem, it is defined on the microscopic structure and, for the second problem, on the macroscopic structure. Then, an existence and uniqueness result, as well as an exponential energy decay, are proved for the first problem. Since similar arguments can be used for the second problem, only the main key points are commented. PB Mechanics Research Communications SN 00936413 YR 2023 FD 2023-08 LK http://hdl.handle.net/11093/6345 UL http://hdl.handle.net/11093/6345 LA eng NO Mechanics Research Communications, 131, 104133 (2023) NO Agencia Estatal de Investigación | Ref. PID2019-105118GB-I00 DS Investigo RD 17-feb-2025