Pullback D-attractors of the three-dimensional non-autonomous micropolar equations with damping

Pullback D-attractors of the three-dimensional non-autonomous micropolar equations with damping

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In this paper, we consider the three-dimensional non-autonomous micropolar equations with damping term in Soprano Ukulele Cases periodic domain $ mathbb{T}^{3} $.By assuming external forces satisfy certain condtions, the existence of pullback $ mathcal{D} $-attractors for the three-dimensional non-autonomous micropolar equations with damping term is proved in $ V_{1} imes V_{2} $ and $ H^{2} imes Bike Units - Other - Closeouts H^{2} $ with $ 3 < eta < 5 $.