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a) b - École Polytechnique de Montréal

a) b - École Polytechnique de Montréal

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In this work the conductance of the porous samples was converted to conductivity based on the<br />

general following equation:<br />

Equation 5-3. <br />

<br />

Where G is conductance, A is cross-sectional area, l is length, and σ represents conductivity. As<br />

void domains and HDPE have conductivity values of zero and 10 -15 S cm -1 , respectively, a<br />

sample including substrates, multilayers and void volumes can be consi<strong>de</strong>red as a whole<br />

conductive <strong>de</strong>vice with certain conductivity. In other words, a sample can be consi<strong>de</strong>red as an<br />

ultra-porous PANI network. In porous materials, pore geometry (including the pore size and<br />

distribution) plays a major role in the conductivity of the material(Solonin & Chernyshev, 1975),<br />

as well as the perfection of the contact between the conductive material and the nature of the<br />

material filling the pores(Montes, Cuevas, Rodriguez, & Herrera, 2005). A number of theoretical<br />

and experimental mo<strong>de</strong>ls have been <strong>de</strong>veloped for applying porous-structure parameters, such as<br />

volume and pore concentration to calculate conductivity(Lifshitz, Landau, & Pitaevskii, 1984;<br />

Skorokhov, 1972). The <strong>de</strong>tailed calculations for the estimation of conductivity using this<br />

approach for this type of porous <strong>de</strong>vice is <strong>de</strong>scribed in more <strong>de</strong>tail elsewhere(Ravati, 2010).<br />

5.4.8 Conductivity of the Conductive Porous Polymer Device un<strong>de</strong>r Loads<br />

The conductive porous polymer <strong>de</strong>vice <strong>de</strong>veloped in this study is sensitive to applied<br />

compression providing that the void volume percentage is sufficiently high. The compression of<br />

sample B of 67 void % un<strong>de</strong>r a 10lb load pushes and forces the rods and walls of the substrate to<br />

move inward. On the other hand, no <strong>de</strong>formation in sample C, which has a 60% void volume, is<br />

observed. In that case the mechanical strength of the walls of the <strong>de</strong>vice is sufficient to resist<br />

<strong>de</strong>formation resulting from the applied load. In the case of sample B, further contact between the<br />

walls of the sample after compression results in an increase in the conductivity from 10 -8 S cm -1<br />

up to 0.002 S cm -1 as shown in Figure 5-10. This allows for another control parameter to achieve<br />

167

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