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commonly consist of several hundred fibres. In such instances the loss of a small proportion of a single fibre, or small number of fibres, becomes negligible on impedance and related measurements as shown by Equation 5. Where: n %Zinc = nL ×100 I Equation 5: Effect of fibre loss on impedance of bundles %Zinc = Percentage increase in impedance due to reduction in number of fibres, nL = Number of fibres removed, assuming entire fibre length is non- conducting, nI = Initial number of fibres within bundle Limit of Detection In principle, as long as the potential is applied to all the fibres the impedance of the system may be measured. This work demonstrates that the removal of a single fibre from a bundle of 20, amounting to a change of 5% in the bundle size, is easily detected (Figure 29). This technique readily detects changes as small as 5% in the bundle size. The limit of detection is concerned with the particular experimental setup. The largest bundle of 80 mm fibres that may be analysed is 215,000. Bundles in excess of this size would have an impedance within 10% of the system impedance (excluding carbon fibre), at which point the contribution of the Al crimps and associated cabling to the overall system impedance may not be negligible. The equivalent circuit shown in Figure 23 would no longer accurately model the system and a new equivalent circuit would need to be developed. Given that the impedance of a carbon 147PDF Image | Supercritical Fluids and Their Application to the Recycling of High-Performance Carbon Fibre Reinforced Composite Materials
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