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This document discusses the shape of interfaces, including the radius of curvature and principal radii of curvature. It defines the radius of curvature as the radius of the circle tangent to an interface curve at a point. It also introduces the Young-Laplace equation relating pressure differences across an interface to its principal radii of curvature and surface tension. Several applications of the Young-Laplace equation are described, including capillary rise/depression and the shapes of pendant and sessi

Author

Pranjal Chokhani

Language

EN