Abstract
In this paper, we consider regularity criterion for solutions to the 3D viscous incompressible MHD equations in Morrey–Campanato spaces. It is proved that if the vorticity field ω = ∇ × u belongs to M ̇ 2 , 3 r for 0 < r ≤ 1 on [ 0 , T ] , then the solution remains smooth on [ 0 , T ] .
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