%0 Journal Article 
%A Lizama, Carlos
%A Murillo Arcila, Marina
%T On the dynamics of the Damped Extensible Beam 1D-equation
%D 2023
%@ 1096-0813

%U http://hdl.handle.net/10498/35319
%X We show that the solutions of the linearized damped extensible beam equation exhibit a chaotic or stable behavior that depends on the distribution of the physical parameters of the equation. Such dynamical behavior is achieved in Herzog-like spaces. Our results provide new insights into the damped extensible beam equation by finding a critical parameter whose sign determines such qualitative properties.
%K Stability
%K C0 -semigroups
%K Chaos
%K Damped extensible beam equation
%K Herzog spaces
%~ Universidad de Cádiz