%0 Journal Article %A Di Carlo, Antonio %A Gurtin, Morton E. %A Podio-Guidugli, Paolo %D 1991 %T A regularized equation for anisotropic motion-by-curvature %U https://kilthub.cmu.edu/articles/journal_contribution/A_regularized_equation_for_anisotropic_motion-by-curvature/6476690 %R 10.1184/R1/6476690.v1 %2 https://kilthub.cmu.edu/ndownloader/files/11908133 %K Curves %K Algebraic. %K Phase transformations (Statistical physics) %K Anisotropy. %X Abstract: "For realistic interfacial energies the equations of anisotropic motion-by-curvature exhibit backward-parabolic behavior over portions of their domain, thereby inducing phenomena such as the formation of facets and wrinkles. In this paper we derive a physically consistent regularized equation that may be used to analyze such phenomena." %I Carnegie Mellon University