This paper studies the dynamics of concentrated suspensions under shear flow using a non-autonomous mode-coupling model. The model describes the evolution of the stress distribution in a material composed of mesoscopic blocks, incorporating stress relaxation and diffusion effects. We construct an approximating lattice dynamical system for the model under consideration and prove the existence of a compact uniform attractor for the family of semi-processes generated by solutions of the system.
Gorban et al. (Sat,) studied this question.
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