Liouville-Type Results for a Two-Dimensional Stretching Eyring–Powell Fluid Flowing along the z-Axis.
Abstract: The purpose of this study is to establish Liouville-type results for a three-dimensional incompressible, unsteady flow described by the Eyring–Powell fluid equations. The fluid is studied in a plane Ωp
while it moves along the z-axis. Therefore the main functions to analyze are given by u(x,y,z,t)
and v(x,y,z,t)
, belonging to Ωp
. The results are obtained for globally bounded initial data as well as their corresponding derivatives, and the variations in velocity along the z-axis belong to the space L2
and BMO
. Under such conditions, Liouville-type results are obtained and extended to Lp,
p>2.
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