Abstract
The dip coating of a fiber of small radius is studied via a finite element solution of the Navier–Stokes equations. The coating speed is selected within the range corresponding to the visco-capillary and visco-inertial regimes. Predictions obtained within the range of the visco-capillary regime are in very good agreement with the Landau–Levich law and with published experiments, whereas those obtained within the visco-inertial regime—that is, at coating speeds typical of industrial applications—match published experimental data.
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