Contact Angle Surface Energy Conversion

This value corresponds to the surface energy level in the equilibrium.

Contact angle surface energy conversion.

Contact angle ca measurements provide quantitative data on the interfacial energy between a liquid drop and a solid surface. I would like to calculate the surface free energy of solid by using contact angle measurement of liquid by the relation of young s equation. A more general approach to understanding a surface s wettability is through surface free energy analysis. It is most suitable for relatively smooth and homogenous surfaces.

The most common way to measure surface energy is through contact angle experiments. ϒ s ϒ sl ϒ l cos θ where the inter facial. Where the subscripts s and l stand for the solid s and the liquid l whilst the subscript v stands for vapor. Static contact angles are also used to define the surface free energy i e.

Surface tension of solid of the substrate. When a droplet of a liquid is formed on a flat solid surface the balance on the three phase interface is expressed by young s equation γs γsl γl cosθ 1 where γl is surface tension of liquid θ contact angle between the liquid air interface and the surface γsl is interfacial tension and γs is surface free energy of a solid. Once the contact angle is measured the interfacial energies can be calculated from the young laplace equation as described in eq. From the contact angle θ determined with one liquid of known surface tension only it is possible to obtain the values of the surface tensions γ sv and γ sl via the equation of state 1.

In practice this analysis is done automatically by a contact angle meter. The angle between the droplet outline and the solid surface is the contact angle. Based on the contact angle results and knowing the surface tension of the liquids the surface energy can be calculated. Static contact angles are by far the most measured wettability values.

This is commonly referred to as a contact angle measurement using the sessile drop method. The contact angle is measured as the inward angle between the base and the tangent at the point of contact between the liquid and the surface. This can occur with a low surface energy solid or a high surface tension liquid such as water. The two last mentioned quantities are.

This may raise the question of how we equate surface energy density units j m 2 with surface tension units n m. 2 arc tan h r where. Is contact angle h is the height of a droplet and r is the radius of droplet s base see fig. In this method the contact angle of the surface is measured with several liquids usually water and diiodomethane.

For complete data the advancing receding and static contact angles must be measured.