The influence of non-polar lipids on tear film dynamics

DOI10.1017/jfm.2014.106zbMath1309.76232OpenAlexW2137940464MaRDI QIDQ5171938

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Publication date: 12 February 2015

Published in: Journal of Fluid Mechanics (Search for Journal in Brave)

Full work available at URL: https://semanticscholar.org/paper/71be276a4cf98d87ab6d3a60bdc9cac8c64b625e

zbMATH Keywords

thin filmscapillary flowsbiomedical flows

Mathematics Subject Classification ID

Thin fluid films (76A20) Capillarity (surface tension) for incompressible inviscid fluids (76B45) Physiological flows (76Z05)

Related Items (11)

Simulation of parabolic flow on an eye-shaped domain with moving boundary ⋮ Parameter estimation for mixed-mechanism tear film thinning ⋮ A model of tear-film breakup with continuous mucin concentration and viscosity profiles ⋮ Heat transfer and tear film dynamics over multiple blink cycles ⋮ Influence of curvature on tear film dynamics ⋮ Parameter estimation for evaporation-driven tear film thinning ⋮ Duplex tear film evaporation analysis ⋮ Dynamics of fluorescent imaging for rapid tear thinning ⋮ Effects of velocity slip on the inertialess instability of a contaminated two-layer film flow ⋮ 2D numerical simulation of tear film dynamics: effects of shear-thinning properties ⋮ Dynamics and mechanisms for tear breakup (TBU) on the ocular surface

Cites Work

• The effect of the lipid layer on tear film behaviour
• Meniscal tear film fluid dynamics near Marx's line
• The effect of polar lipids on tear film dynamics
• Coupling fluid and solute dynamics within the ocular surface tear film: a modelling study of black line osmolarity
• Elastohydrodynamics of the eyelid wiper
• Dynamics of the Tear Film
• Single-equation models for the tear film in a blink cycle: realistic lid motion
• Tear film dynamics on an eye-shaped domain. Part 2. Flux boundary conditions
• An overset grid method for the study of reflex tearing
• Modelling drainage of the precorneal tear film after a blink
• Surfactant transport on highly viscous surface films
• Viscous Flow
• Model problems for the tear film in a blink cycle: single-equation models
• Dynamics of tear film deposition and draining

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