The study of moving contact line dynamics at obtuse contact angles: An experimental investigation (2502.09953v1)

Abstract: The flow near a moving contact line is mainly governed by three key parameters: viscosity ratio, dynamic contact angle, and inertia. While the behavior of dynamic contact angles has been extensively investigated in earlier experimental and theoretical studies, very few studies have focused on flow configurations. The present study focuses on obtaining quantitative measurements of flow fields, interface shapes, and interfacial speeds in the low to moderate Reynolds number ($Re$) regimes using particle image velocimetry and image processing techniques. The study is restricted to dynamic contact angles greater than $90^{\circ}$. In the low $Re$ regime, excellent agreement of streamfunction contours, measured using flow fields, is found with the modified version of the viscous theory of Huh & Scriven [1] that accounts for a curved interface. Theoretical models, such as DRG model, using a single fitting parameter, are shown to predict interface shapes accurately, even at finite $Re$. The interfacial speed, away from the contact line, compares favorably with the predictions of Huh & Scriven. However, a rapid decrease in speed is observed near the contact line, unlike theoretical predictions. We argue that this rapid reduction in speed is critical to the resolution of the long-standing moving contact line singularity.