Microelectronics

2D Materials by Francesca Iacopi, John J. Boeckl and Chennupati Jagadish

By Francesca Iacopi, John J. Boeckl and Chennupati Jagadish (Eds.)

2D Materials comprises the newest details at the present frontier of nanotechnology, the thinnest type of fabrics to ever take place in nature. a bit over 10 years in the past, this used to be a totally unknown quarter, now not inspiration to exist. notwithstanding, considering the fact that then, graphene has been remoted and acclaimed, and an entire different type of atomically skinny fabrics, ruled through floor results and exhibiting thoroughly unforeseen and striking homes has been created.

This publication is perfect for various readers, together with these looking a high-level assessment or a really targeted and significant research. No nanotechnologist can at present put out of your mind this new category of materials.

  • Presents one of many first specified books in this topic of nanotechnology
  • Contains contributions from a good line-up of authoritative participants that assemble thought and experiments
  • Ideal for numerous readers, together with these looking a high-level evaluate or a truly distinct and significant analysis

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2D Materials

2nd fabrics comprises the most recent info at the present frontier of nanotechnology, the thinnest kind of fabrics to ever ensue in nature. a bit over 10 years in the past, this was once a totally unknown sector, now not idea to exist. notwithstanding, on account that then, graphene has been remoted and acclaimed, and an entire different type of atomically skinny fabrics, ruled through floor results and exhibiting thoroughly unforeseen and notable houses has been created.

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Constraint satisfaction in local and gradient susceptibility approximations: application to a van der Waals density functional. Phys. Rev. Lett. 76, 1780–1783. 1780. , 2012. Calculation of dispersion energies. J. Phys. Condens. Matter 24, 073201. , 1999. Successful test of a seamless van der Waals density functional. Phys. Rev. Lett. 82 (10), 2123–2126. , 2006. Asymptotics of the dispersion interaction: analytic benchmarks for van der Waals energy functionals. Phys. Rev. Lett. 96, 073201. , 2014.

Commun. 4. 1038/ncomms3341. , 2008. Theoretical and semiempirical correction to the long-range dispersion power law of stretched graphite. Phys. Rev. B 77 (16), 165134. , 2009. van der Waals dispersion power laws for cleavage, exfoliation, and stretching in multiscale, layered systems. Phys. Rev. B 79 (11), 113402. , 2013. Effects of a finite Dirac cone on the dispersion properties of graphite. Phys. Rev. B 87, 165422. 165422. , 2013. Binding and interlayer force in the near-contact region of two graphite slabs: experiment and theory.

5. THE FUTURE ROLE OF COMPUTERS Computers will play a fundamental role in heterostructure material science. There are an essentially infinite range of possible heterostructures, each of which could be interesting. But experiments can be expensive in time, money, and effort, making it impossible (or at last undesirable) to test all potentially interesting heterostructures. To fully harness the endless possibilities of heterostructure design, it will thus be necessary to employ computer-aided design processes: both to screen candidate heterostructures for desirable properties and to eliminate candidate heterostructures due to poor properties.

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