xmlui.dri2xhtml.METS-1.0.item-contributor-funder:
European Commission Ministerio de Economía y Competitividad (España) Ministerio de Educación, Cultura y Deporte (España) Ministerio de Ciencia, Innovación y Universidades (España)
Sponsor:
The authors thank J. Rivero-Rodríguez and B. Scheid for key numerical advice, A.L. Sánchez, C. Martínez-Bazán
and J.M. Gordillo for their enduring teaching and encouragement, W. Coenen for carefully reading the manuscript,
and H.A. Stone for sharing his insights, and for his kind hospitality at the Complex Fluids Group, Princeton. This
research was funded by the Spanish MINECO, Subdirección General de Gestión de Ayudas a la Investigación, through
project DPI2015-71901-REDT, and by the Spanish MCIU-Agencia Estatal de Investigación through project DPI2017-
88201-C3-3-R, partly nanced through FEDER European funds. A.M.-C. also acknowledges support from the Spanish
MECD through the grant FPU16/02562 and to its associated program Ayudas a la Movilidad 2018 during his stay
at Princeton University.
Project:
Gobierno de España. DPI2017-88201-C3-3-R Gobierno de España. DPI2015-71901-REDT Gobierno de España. FPU16/02562
The structure of the
ow induced by the van der Waals destabilization of a non-wetting liquid film
placed on a solid substrate is studied by means of theory and numerical simulations of the Stokes
equations. Our analysis reveals that lubrication theory, whiThe structure of the
ow induced by the van der Waals destabilization of a non-wetting liquid film
placed on a solid substrate is studied by means of theory and numerical simulations of the Stokes
equations. Our analysis reveals that lubrication theory, which yields hmin / 1=5 where hmin is the
minimum film thickness and is the time until breakup, cannot be used to describe the local flow close to rupture. Instead, the slender lubrication solution is shown to experience a crossover to a
universal self-similar solution of the Stokes equations that yields hmin / 1=3, with an opening angle
of 37º off the solid.[+][-]