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Essay On Dielectric Materials At C-Nanowires

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Flexible nanodielectric materials with a high dielectric constant and low dielectric loss have immense potential applications in the modern electronic and electric industry. The use of high aspect ratio fillers is a promising route for achieving high dielectric constant and low loss materials at a low filler volume fraction. However, the poor filler/matrix interfacial adhesion always imposes difficulties in suppressing the dielectric loss of the composites, thus significantly limiting the potential of high aspect ratio fillers in enhancing the dielectric constant of polymer composites. In this study, cable-like structured Ag@C-nanowires with high aspect ratio (>600) were prepared by a facile and environmentally friendly approach. Because …show more content…

Compared to conventional ceramic-based dielectric materials, polymer composites have many advantages such as good flexibility, easy processability, lightweight, and low cost to meet demands for miniaturization of microelectronics that has become a mainstream trend in microelectronic industry in recent years. Thus, flexible polymer composites with a high dielectric constant and low dielectric loss are highly desired and essential for practical application. In recent years, polymer composites with dielectric constant have been prepared by two routes. The more traditional route is introducing high dielectric constant ceramic fillers, such as BaTiO3, Pb(Zr,Ti)O3, and CaCu3Ti4O12 into the polymer matrix. However, the high loading (usually over 50 vol%) of ceramic fillers required for enhancing dielectric constant inevitably raises the issues of inhomogeneity and aggregation of the ceramic fillers in the polymer matrix, deteriorating the characteristics resulting in poor mechanical properties such as high dielectric loss. Furthermore, the dielectric enhancement is usually low. Another route focuses on dispersing conductive fillers such as graphene, carbon nanotubes (CNTs), conductive fibers, and metal particles into the polymer matrix to achieve percolative systems. As the volume fraction of the conductive fillers increases in the vicinity of the percolation threshold, where the conductive fillers connect with each other to form a continuous conducting path, the

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