David Llerena

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math.AP2024

Partial regularity and $L^{3}$ -norm concentration effects around possible blow-up points for the micropolar fluid equations

Diego Chamorro, David Llerena

The micropolar fluid system is a model based on the Navier-Stokes equations which considers two coupled variables: the velocity field $u$ and the microrotation field $ω$ .…

math.AP2023

Partial suitable solutions for the micropolar equations and regularity properties

Diego Chamorro, David Llerena

The incompressible Micropolar system is given by two coupled equations: the first equation gives the evolution of the velocity field u while the second equation gives the evolution…

Partial regularity and L3-norm concentration effects around possible blow-up points for the micropolar fluid equations

Partial suitable solutions for the micropolar equations and regularity properties

Partial regularity and $L^{3}$ -norm concentration effects around possible blow-up points for the micropolar fluid equations