Contact Angle
The Contact Angle subnode is available from the context menu (right-click the Fluid-Fluid Interface or Free Surface parent node) or from the Physics toolbar, Attributes menu. The condition applies forces on the wall that balance the surface tension for the prescribed contact angle. Note that the contact angle can only be enforced when the surface tension force is included in the momentum equation in the parent feature.
For laminar flow with moving mesh, the Contact Angle node should be used on edges or points where a Wall feature with the Navier Slip option is prescribed adjacent to the free surface. In this case, the Navier Slip option is required for the contact line to move along the wall.
The representation of the contact angle is dependent on the mesh resolution in the region where the fluid-fluid interface attaches to the wall. If, during the simulation, the contact angle is found to fluctuate around a given value, this indicates that the resolution needs to be improved. This can for example be achieved by adding more mesh boundary layers on the wall.
Contact Angle
Select an option from the Specify contact angle listDirectly (the default) or Through Young’s equation.
For Directly enter a Contact angle θw (SI unit: rad). The default is π/2 radians.
For Through Young’s equation enter values or expressions for Phase 1-Solid surface energy density γs1 (SI unit: J/m2) and Phase 2-Solid surface energy density γs2 (SI unit: J/m2).
normal wall velocity
Select whether to Constrain the wall-normal velocity. This ensures that the fluid velocity normal to the wall on the contact edge or point is exactly the desired value. This can be helpful when the adjacent wall uses a Nitsche Constraints and the no-penetration condition is satisfied in an integral sense rather than pointwise. Moreover, constraining the wall-normal velocity simplifies the equilibrium of forces in the wall-normal direction. This setting should not be selected when the adjacent boundary has an unknown velocity.
The contact angle θw is defined between the fluid-fluid interface and the surface of the wall adjacent to phase 1.