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a) b - École Polytechnique de Montréal

a) b - École Polytechnique de Montréal

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in swelling of the multilayer, and excess charge can be spread more efficiently into the<br />

multilayer surface. Due to the increase in the salt concentration, the surface charge increases for<br />

PSS/PDADMAC multilayers (Figure 2-42).<br />

The surface charge <strong>de</strong>pends on the last adsorbed layer, allowing a <strong>de</strong>gree of control over surface<br />

and interface properties. In this case, charge overcompensation is the key to multilayer<br />

construction. The last-ad<strong>de</strong>d polymer charge compensates the previous layer at the multilayer<br />

surface by a factor of φ. Polymer charges within the bulk of the multilayer balance with a 1:1<br />

stoichiometry-termed intrinsic charge compensation if φ=1 and equal φ for both positive and<br />

negative polymers. Hence, a value of φ-1 represents an overcompensation factor. Normally, the<br />

phenomenon of overcompensation of the surface charge occurs when polyelectrolyte chains<br />

<strong>de</strong>posited on the multilayer surface compensate the previous layer charge while it has extra<br />

charge to compensate the next <strong>de</strong>posited layer. In other words, overcompensation can be<br />

<strong>de</strong>scribed for a polyelectrolyte adsorbing on an oppositely charged surface as an overcharging<br />

created during repeating of alternating positive and negative dipping. The overcompensation has<br />

a maximum value at the multilayer surface and <strong>de</strong>creases towards the substrate surface. The level<br />

of overcompensation at the multilayer/solution interface <strong>de</strong>creases in an exponential fashion<br />

from the interface into the multilayer, representing a characteristic length of <strong>de</strong>cay.<br />

Figure 2-42. Surface charge in LbL process as a function of salt concentration(Schlenoff &<br />

Dubas, 2001)<br />

82

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