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Journal of Computational Physics, ISSN 0021-9991, 2002, Volume 183, Issue 1, pp. 274 - 306
Journal Article
AIChE Journal, ISSN 0001-1541, 06/2017, Volume 63, Issue 6, pp. 2440 - 2450
Slot coating is a versatile method used to manufacture thin films at high speed. The success of the method lies in controlling a coating flow surrounded by... 
slot coating | contact line | thin-film production | coating window | image analysis | VISUALIZATION | ENGINEERING, CHEMICAL | Thin films | Chemical engineering | Algorithms
Journal Article
European Journal of Mechanics / B Fluids, ISSN 0997-7546, 09/2013, Volume 41, pp. 94 - 108
The solutions for the unidirectional flow of a thin rivulet with prescribed volume flux down an inclined planar substrate are used to describe the locally... 
Pinning | Thin-film flow | De-pinning | Re-pinning | Contact lines | Rivulet flow | Thin-film flow Contact lines | PHYSICS, FLUIDS & PLASMAS | PERFECTLY WETTING FLUID | MOVING CONTACT LINES | HORIZONTAL CYLINDER | FLOW | OUTER SURFACE | NUMERICAL-SOLUTION | MECHANICS | SUBSTRATE | SHEAR-STRESS | INCLINED PLANE | THIN RIVULET | Fluids | Flux pinning | Fluid dynamics | Fluid flow | Contact angle | Cylinders | Contact
Journal Article
Experimental Thermal and Fluid Science, ISSN 0894-1777, 04/2016, Volume 72, pp. 210 - 217
Journal Article
Physica D: Nonlinear Phenomena, ISSN 0167-2789, 2005, Volume 209, Issue 1, pp. 135 - 144
We discuss dynamics of thin liquid films spreading down an inclined plane. The fronts of these films are known to be unstable with respect to formation of... 
Liquid thin films | Bifurcations | Contact line | LIQUID-FILMS | PATTERN-FORMATION | MATHEMATICS, APPLIED | contact line | bifurcations | PHYSICS, MULTIDISCIPLINARY | STABILITY | PLANE | liquid thin films | SURFACE | PHYSICS, MATHEMATICAL | INSTABILITIES | Thin films | Dielectric films
Journal Article
Nonlinear Analysis, ISSN 0362-546X, 10/2016, Volume 144, pp. 204 - 235
We are interested in a complete characterization of the contact-line singularity of thin-film flows for zero and nonzero contact angles. By treating the model... 
Thin film equation | Boundary-value problem | Resonances | Self-similar solution | Center manifolds | Contact line | MATHEMATICS, APPLIED | VISCOUS FLOWS | STABILITY | WELL-POSEDNESS | ANGLE | MATHEMATICS | DEGENERATE PARABOLIC EQUATIONS | REGULARITY | LUBRICATION APPROXIMATION | ASYMPTOTICS | LOCAL EXISTENCE | Thin films | Analysis | Dielectric films
Journal Article
Journal of Non-Newtonian Fluid Mechanics, ISSN 0377-0257, 11/2015, Volume 225, pp. 62 - 69
The moving contact line of a thin fluid film can often corrugate into fingers, which is also known as a fingering instability. Although the fingering... 
Shear-thinning effect | Linear stability analysis | Non-Newtonian fluids | Fingering instability | Thin film flow | 3D simulation | MECHANICS | STABILITY | THIN-FILM FLOW | DROPLETS | Thin films | Numerical analysis | Dielectric films | Laws, regulations and rules | Analysis | Fluids | Stability | Computational fluid dynamics | Fingers | Fluid flow | Instability | Mathematical models | Contact
Journal Article
IMA Journal of Applied Mathematics, ISSN 0272-4960, 2/2008, Volume 73, Issue 1, pp. 4 - 36
In this paper, we consider how a new model for the motion of a contact line, proposed by Shikhmurzaev (1993, Int. J. Multiphase Flow, 19, 589--610), affects... 
Moving contact line | Thin film flow | MATHEMATICS, APPLIED | 3RD-ORDER DIFFERENTIAL-EQUATION | SMOOTH SOLID-SURFACE | thin film flow | RELEVANT | moving contact line
Journal Article
2012, 2012, ISBN 1461413400
A lubrication-type model is developed for gravity-driven coating flow down an inclined plane. The shear-stress singularity at the contact line and different... 
Engineering | Engineering Thermodynamics, Heat and Mass Transfer | Engineering Fluid Dynamics | Surfaces and Interfaces, Thin Films
Book Chapter
International Journal of Heat and Mass Transfer, ISSN 0017-9310, 2008, Volume 51, Issue 21, pp. 5368 - 5379
The complex physicochemical phenomena occurring in the contact line region of an evaporating meniscus are described using a unique combination of... 
Heat conduction | Capillary forces | Slip modeling | Evaporating meniscus | Miniature heat pipe | Marangoni stresses | WALL | SOLID-SURFACES | SLIP | MASS-TRANSPORT | ENGINEERING, MECHANICAL | SHEAR | MECHANICS | CONTACT LINE REGION | THERMODYNAMICS | BINARY-MIXTURE | EXTENDED MENISCUS | THIN-FILM | EQUATION | Equipment and supplies | Fluid dynamics | Heating | Analysis
Journal Article
ANZIAM Journal, ISSN 1446-1811, 2012, Volume 54, pp. C377 - C393
Journal Article
Journal of Fluid Mechanics, ISSN 0022-1120, 06/2013, Volume 724, pp. R12 - np
The dynamics of moving contact lines in a two-phase Couette flow is investigated by using a matched asymptotic procedure. The walls are assumed to be partially... 
contact lines | interfacial flows (free surface) | thin films | SOLID-SURFACE | MECHANICS | PHYSICS, FLUIDS & PLASMAS | CONTACT-LINE MOTION | FAILURE | Fluid mechanics | Fluid dynamics | Capillarity | Asymptotic methods | Dynamic tests | Wetting | Asymptotic properties | Dynamics | Mathematical analysis | Couette flow | Contact angle | Walls
Journal Article
JOURNAL OF FLUID MECHANICS, ISSN 0022-1120, 12/1990, Volume 221, pp. 53 - 76
The problem of viscous fingering in a Hele-Shaw cell with moving contact lines is considered. In contrast to the usual situation where the displaced fluid... 
MECHANICS | PHYSICS, FLUIDS & PLASMAS | STABILITY | DISPLACEMENT | SURFACE-TENSION | THIN-FILM | SAFFMAN-TAYLOR INSTABILITY
Journal Article
Physics of Fluids, ISSN 1070-6631, 07/2012, Volume 24, Issue 7, p. 72105
Journal Article