Trajectory and Global Attractors for a Modified Kelvin–VoigtModel
2021
We study the qualitative behavior of weak solutions to an autonomous modified
Kelvin–Voigt model on the base of the theory of attractors for noninvariant trajectory spaces. For
the model under consideration, we determine the trajectory space, introduce the notions of a
trajectory attractor and a global attractor, and prove the existence of these attractors.
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