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Surface rheology and adsorption dynamics in drainage processes of

Surface Rheology and Adsorption Dynamics in Drainage Processes of Thin Liquid Films [Pg.83]

The rate of thinning (drainage) of liquid films is drastically influenced by the rheological properties of the related adsorption layer. We will restrict ourselves to just a few examples. A detailed description of various sites of thin film problems is given for example by Ivanov (1988) and Hunter (1993). The immobilisation of a cylindrical plane film is a precondition for [Pg.83]

The application of the lubrication approximation demands that the radius of the liquid film exceeds its thickness 10 times. In thin film research the thickness of a film is usually denoted by h, the radius R corresponds to the flat part of the thin film as shown by Manev et al. [Pg.84]

For the rate of thinning for rigid surfaces Reynolds equation can be written in the following form (Scheludko 1967), [Pg.84]

This equation is the basis for Scheludko s dynamic method (1961) for determining the disjoining pressure in thin films. An additional condition is [Pg.84]




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Adsorption processes

Adsorptive processes

DYNAMIC RHEOLOGICAL

Drainage

Dynamic adsorption

Dynamical process

Dynamics of adsorption

Dynamics of surfaces

Processing rheology

Rheology and processing

Rheology, dynamic

Surface drainage

Surface processed

Surface processes

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