Carbon Nanotube and Graphene Device Physics H. S. Philip Wong, Deji Akinwande
Publisher: Cambridge University Press

€ New York : Cambridge University Press, 2011. 2011-05-17[share_ebook] Semiconductor Material and Device Characterization; 2011-03-24 Carbon Nanotube and Graphene Device Physics by: H.-S. Types of carbon nanotubes and related structures. 180] at room temperature, tunable band-gap (for few-layer graphene), high chemical and mechanical stability, low electrical noise, high thermal conductivity, and biocompatibility, have led it to be used in many advanced devices ranging from ultra-capacitors to spintronic devices [181–186]. The chiral vector is bent, while the translation vector stays straight. Transistors made of silicon are approaching the minimum size at which they can be effective, meaning the speed of devices will soon bottom out. Graphene has been holding the spotlight for so long in nanomaterial research now that we are beginning to forget that carbon nanotubes were once the rock star of nanomaterials for a post-silicon world. Carbon nanotube and graphene device physics / H. Carbon nanotube and graphene device physics. Carbon Nanotube and Graphene Device Physics / H. Philip Wong and Deji Akinwande. Cambridge, UK: Cambridge, 2011. Carbon materials at nanoscale could be the The team created GMO while conducting research into the behavior of a hybrid nanomaterial engineered by Chen that consists of carbon nanotubes (essentially, graphene rolled into a cylinder) decorated with tin oxide nanoparticles. Now researchers at Aalto University in Finland, the A.M. From a nanoengineering perspective, the tunability of cross-sectional geometry may be useful for developing nanofluidic [17–19] or nanoelectrochemical devices [20] based on carbon nanotubes, because both utilize the hollow cavity within the . Download Free eBook:Semiconductor Radiation Detectors: Device Physics - Free chm, pdf ebooks rapidshare download, ebook torrents bittorrent download. Graphene, a 2D carbon nanomaterial with a honeycomb-like structure, has been the subject of a considerable interest after being the subject of the 2010 Nobel Prize for Physics. And are related to the Young's modulus of the wall and its thickness as However, for carbon nanotubes, the macroscopic relations for and noted earlier fail because there is no unique way of defining the thickness of the graphene wall [24].