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| Filename | Size |
|---|---|
| Meniscus_shape_...Laplace_V52.mph | 1.2 MB |
| Download all files (Zip-archive) | ~ 959 KB |
Shape of a static meniscus pinned at the contact line from Young-Laplace equation
Ozgur Yildirim, Ph.D.
This is a simple example for equation based modeling where the static Young-Laplace equation - [Delta P] = [surface tension] * [divergence of the surface normal vector] - is solved to determine the shape of a liquid meniscus pinned at an arbitrarily shaped contact line. In this example, the contact line looks like a keyhole, and problem is solved for a range of surface tensions and pressure differences.
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