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Rupture and coarsening pathways for dewetting two-layer films and films of binary mixtures

by Uwe Thiele

School of Mathematics, Loughborough University Loughborough, Leicestershire, LE11 3TU, UK

After reviewing recent experiments on dewetting of thin films we focus on the description of two-layer films of simple liquids and one-layer films of binary mixtures.

First, we discus the two-layer films and review the structure of the evolution equations in long wave approximation for closed and open geometries, i.e. two layers between two solid substrates [1] and two layers on a solid substrate in a gas atmosphere [2-4], respectively. Focusing on the latter we present results regarding the initial film rupture [2] and then embark on a study of the long-time, i.e. coarsening behaviour in two [3] and three dimensions [4]. To do so we incorporate long-range van-der-Waals as well as short-range polar interactions. In particular, we show that the system may show different linear instability modes. Dominated either by a varicose or a zigzag mode the film ruptures at the liquid-gas interface or at the substrate, respectively. A study of the coarsening behaviour allows to identify different pathways involving morphological transitions.

Second, we discus the description of films of binary mixtures such as polymer blends that might decompose and dewet simultaneously. We introduce model-H coupling transport equations for momentum and concentration fields completing the description by boundary conditions at the free surface and the solid substrate [5]. We discuss the linear stability of homogeneously mixed and stratified films for energetically neutral and biased interfaces. We show that stratified films give rise to two instability modes driven by Marangoni and Korteweg stresses, respectively [6].

References
  1. D. Merkt, A. Pototsky, M. Bestehorn, and U. Thiele, Phys. Fluids 17, 064104 (2005)
  2. A. Pototsky, M. Bestehorn, D. Merkt and U. Thiele, Phys. Rev. E 70, 025201(R) (2004)
  3. A. Pototsky, M. Bestehorn, D. Merkt and U. Thiele, J. Chem. Phys. 122, 224711 (2005)
  4. A. Pototsky, M. Bestehorn, D. Merkt and U. Thiele, Europhys. Lett. 74, 665-671 (2006)
  5. U. Thiele, S. Madruga and L. Frastia, Phys. Fluids 19, 122106 (2007)
  6. S. Madruga and U. Thiele, in preparation
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