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We consider general surface energies, which are weighted integrals over a closed surface with a weight function depending on the position, the unit normal and the mean curvature of the surface. Energies of this form have applications in many areas, such as materials science, biology and image processing. Often one is interested in finding a surface that minimizes such an energy, which entails finding its first variation with respect to perturbations of the surface. We present a concise derivation...
We consider general surface energies, which are
weighted integrals over a closed surface with a weight function
depending on the position, the unit normal and
the mean curvature of the surface. Energies
of this form have applications in many areas, such as materials science,
biology and image processing. Often one is interested in finding
a surface that minimizes such an energy, which entails finding its first
variation with respect to perturbations of the surface.
We present a concise derivation...
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