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Reactive Flow around Spherically Evolving Particles in Critical and Supercritical Dilute Regimes
We study a coupled Stokes-reaction-diffusion-advection system in a three dimensional domain perforated by a large number of evolving spherical inclusions with radii of order $\varepsilon^α$ for $α\in(1,3]$. Their centers are separated on the order of $\varepsilon$ but are not assumed to form a perio
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