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W. Richard Bowen and Nidal Hilal 4

W. Richard Bowen and Nidal Hilal 4

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9.6 MESOSCALE ExPERIMENTAL STUdIES 261<br />

the greatest effort in cavitation damage research has involved the study of<br />

bubble collapse <strong>and</strong> its consequences. Lord Rayleigh’s seminal analysis of<br />

the collapse of an isolated spherical void in an incompressible liquid [87]<br />

leads to the conclusion that, as the collapse nears completion, the pressure<br />

inside the liquid becomes indefinitely large. It is principally this ‘Rayleigh<br />

collapse’ mechanism (albeit extensively modified) which has led to the<br />

association of bubble collapse with cavitation damage [88].<br />

Little is known about the dynamics of cavities formed in thin films but,<br />

due to their inevitably close proximity to the film’s bounding surfaces, significant<br />

departures from spherical symmetry may be anticipated [89]. The<br />

asymmetry of cavity collapse leads to potentially damaging phenomena,<br />

such as liquid jets [90], but the issue of cavitation damage due to cavity<br />

growth has received relatively little attention, despite the possibly damaging<br />

consequences to capillaries <strong>and</strong> small blood vessels due to the intraluminal<br />

expansion of cavitation bubbles in the areas of laser angioplasty [91],<br />

electrohydraulic lithotripsy [92] <strong>and</strong> shock wave lithotripsy [93].<br />

9.6 MESoSCALE ExPERIMEnTAL STuDIES oF<br />

ThE TEnSILE BEhAvIouR oF ThIn FLuID FILMS<br />

As discussed, many processes of emerging scientific <strong>and</strong> technological<br />

interest involve the rheological behaviour of complex fluids in the mesoscale<br />

domain (ca. 0.1–10 �m), <strong>and</strong> in order to study the mesoscopic behaviour of<br />

fluids, particularly filament formation (i.e. extensional flow) <strong>and</strong> cavitationinduced<br />

failure <strong>and</strong> tack, it is necessary to satisfy some basic requirements.<br />

Notwithst<strong>and</strong>ing the fact that the creation of a liquid bridge between a colloid<br />

probe <strong>and</strong> a flat surface is a fairly straightforward process, manipulation<br />

of the desired quantity of fluid is not. Therefore in addition to recording<br />

the evolution of tensile forces, the deformation of the fluid should ideally be<br />

recorded. Although instruments such as the AFM suggest themselves for<br />

adaptation in terms of the former requirement, the latter task (i.e. recording<br />

the deformation of mesoscale filaments with sufficient temporal resolution)<br />

is non-trivial. But it is one which must be accomplished as a precursor to the<br />

development of a satisfactory mesoscale extensional flow technique.<br />

Extensional flows of complex fluids may be studied using several macroscale<br />

techniques such as the filament stretching rheometer (FSR) or the<br />

capillary break-up extensional rheometer (CaBER), whose illustrations are<br />

shown in Figures 9.6 <strong>and</strong> 9.7. In these techniques the characteristic dimensions<br />

<strong>and</strong> the quantity of liquid are known, whereas the interpretation of<br />

results from AFM-based microrheometry is restricted by the necessary<br />

assumptions about the flow field.<br />

As a colloid probe moves rapidly away from a surface, it is reasonable<br />

to assume that the fluid confined between the surface <strong>and</strong> the sphere may

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