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W. Richard Bowen and Nidal Hilal 4

W. Richard Bowen and Nidal Hilal 4

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250 9. APPLICATION OF ATOMIC FORCE MICROSCOPy<br />

to either the probe or the sample substrate <strong>and</strong> observing the amplitude<br />

<strong>and</strong> phase response of the cantilever when the probe is either in contact<br />

with the surface of the material or is in close proximity to a surface<br />

with an intervening fluid layer. Although many forms of the modulation<br />

technique have been employed to characterise predominantly elastic<br />

materials, comparatively few AFM studies use superimposed modulation<br />

to study confined liquids.<br />

Various terms are used to describe dynamic modes of operation<br />

although many of the reported modes are essentially similar in design.<br />

Tapping mode (or intermittent contact) imaging is perhaps the most familiar<br />

dynamic AFM technique. In tapping mode the cantilever is oscillated<br />

at or near its resonance frequency such that when the tip interacts with the<br />

sample surface, the amplitude <strong>and</strong> phase response will change. In response<br />

to this deviation, a feedback loop adjusts the height of cantilever above the<br />

surface to achieve a constant vibration amplitude. Phase contrast images<br />

obtained from tapping mode studies are routinely discussed in terms of<br />

the perceived damping effects induced by the elasticity or compliance of<br />

the sample surface. Most commonly, qualitative interpretation of the phase<br />

data may be used to discern areas of varying stiffness. FMM is essentially<br />

a dynamic mode of operation in which the tip <strong>and</strong> substrate interact under<br />

conditions of a constant (average) force such that the amplitude of the<br />

cantilever oscillation varies about a nominal set point. Modulated force<br />

experiments are often performed at a single point upon the surface, <strong>and</strong><br />

for the case of intervening liquids, the amplitude <strong>and</strong> phase are often monitored<br />

as a function of probe to surface distance.<br />

Considering predominantly elastic surfaces, FMM is often used to<br />

generate surface images, which are generally referred to as either ‘elasticity<br />

maps’ or ‘viscoelasticity maps’, depending upon the interpretation<br />

of the force data. The fundamental approach employs single-point force<br />

modulation [59] in which an ‘AC modulation’ is superimposed upon<br />

either the probe or the sample during a ‘DC’ (i.e. force–distance) experiment.<br />

If the modulation frequency is sufficiently high, the technique may<br />

be employed while scanning a surface <strong>and</strong> is a complementary approach<br />

to point-wise force mapping [28].<br />

The basic method <strong>and</strong> interpretation is considered by Maivald et al.<br />

(1991) [52] who exploit variations in local surface elasticity to provide a<br />

basis for image contrast in inhomogeneous materials. The probe is scanned<br />

across the surface with the feedback loop maintaining contact with a<br />

(nominal) constant cantilever deflection <strong>and</strong> therefore a constant applied<br />

force. If the sample is caused to oscillate a small distance �z 1 in the direction<br />

normal to the surface, the undulating motion of the surface produces<br />

a corresponding superimposed deflection of the cantilever �z 2. For an<br />

infinitely hard sample, the deflection of the cantilever will be such that<br />

�z 1 � �z 2, whereas in the case of softer samples the sample surface will

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