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In this paper we prove that in $\mathbb R^3$ the minimizing movementsolutions for mean curvature motion of droplets, obtained in [Bellettini,Kholmatov: J. Math. Pures Appl. (2018)], starting from a regular dropletssitting on the horizontal plane with a regular relative adhesion coefficient,coincide with the smooth mean curvature flow of droplets with a prescribedcontact-angle.

Consistency of minimizing movements with smooth mean curvature flow of droplets with prescribed contact-angle in $\mathbb R^3$