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Carbon Nanotube Reinforced Composites: Metal and Ceramic ...

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The real part (e 0 ) correlates with the dielectric permittivity <strong>and</strong> the imaginary part<br />

(e 00 ) represents the dielectric loss. The tangent loss or dissipation factor represents the<br />

ability of the material to convert the absorbed electromagnetic energy into heat [34].<br />

Figure 6.7(a)–(c) show the complex permittivity spectra vs frequency for the SiO2/<br />

MWNT nanocomposites. At 26.5 Hz, the real part of permittivity increases sharply<br />

with increasing MWNT content <strong>and</strong> reaches a value of 21 for the SiO2/10 vol%<br />

MWNT nanocomposite. The e 00 <strong>and</strong> tan d spectra display a similar increasing trend<br />

with filler content. The e 00 <strong>and</strong> tan d values of the SiO2/10 vol% MWNT nanocomposite<br />

at 26.5 Hz approach 28 <strong>and</strong> 1.3, respectively. The large e 00 <strong>and</strong> tan d values give rise<br />

to high EM attenuation by absorbing the incident radiation <strong>and</strong> dissipating it as<br />

heat. The dramatic enhancement of complex permittivity can be attributed to the<br />

addition of MWNTs with superior electrical conductivity <strong>and</strong> large aspect ratio. It can<br />

be concluded that the EMI properties of insulating ceramics can be tailored effectively<br />

by simply adding CNTs having superior load-bearing capacity <strong>and</strong> EM absorption<br />

characteristics.<br />

6.5<br />

Thermal Behavior<br />

6.5 Thermal Behaviorj179<br />

By analogy to the electrical properties, the thermal conductivity of ceramics should<br />

be markedly improved after the addition of CNTs with very high thermal conductivity.<br />

Individual MWNT has unusually high thermal conductivity of 3000 W mK 1<br />

[Chap. 1, Ref. 157]. Isolated SWNT has even higher conductivity of 6000 W mK 1 .<br />

Accordingly, a thermal percolation network is expected to form in the CNT–ceramic<br />

nanocomposites as in the case of electrical percolation. This allows for rapid heat flow<br />

along the percolating nanotube networks <strong>and</strong> further enhancement of thermal<br />

transport. However, the thermal conductivity of the CNT–ceramic nanocomposites<br />

is much smaller than the value predicted from the intrinsic thermal conductivity<br />

of the nanotubes <strong>and</strong> their volume fraction. Further, enhancement in thermal<br />

properties is considerably lower than the corresponding improvement in electrical<br />

properties [35–37]. This is due to the formation of Kapitza contact resistances at the<br />

nanotube–matrix interface [8, 9, 38–41]. It is well recognized that the interface plays<br />

an important role in heat conduction through CNT composites. The resistance at<br />

the nanotube–ceramic <strong>and</strong> nanotube–nanotube interfaces restricts heat transport<br />

along percolating pathways of CNTs. When a phonon travels along nanotubes <strong>and</strong><br />

encounters nanotube–ceramic <strong>and</strong> nanotube–nanotube interfaces, it is blocked <strong>and</strong><br />

scattered at these sites. On the basis of MD simulations, Huxtable et al. demonstrated<br />

that heat transport in a nanotube composite material is restricted by the exceptionally<br />

small interface thermal conductance, resulting in the thermal conductivity of the<br />

composite becomes much lower than the value estimated from the intrinsic thermal<br />

conductivity of the nanotubes <strong>and</strong> their volume fraction [38].<br />

Table 6.3 gives a typical example of the modest improvement in thermal conductivity<br />

of silica by adding MWNTs. Dense SiO 2/MWNT nanocomposites were prepared<br />

by ball milling of composite slurries followed by SPS treatment at 950–1050 C

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