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Hardware Science

First Graphene Transistor 83

An anonymous reader writes "UK researchers are announcing the first ever workable transistor made of graphene — that's one layer of carbon atoms. It's thinner and smaller than a silicon transistor can ever be, and it works at room temperature. When silicon electronics are dead, this is what many speculate is going to take over. There's slight controversy as they decided to announce their results via a review article, rather than wait for their (submitted) peer review paper to come out."
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First Graphene Transistor

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  • Impressive (Score:2, Interesting)

    by bendodge ( 998616 ) <bendodge AT bsgprogrammers DOT com> on Wednesday February 28, 2007 @07:01PM (#18187750) Homepage Journal
    Couple that with these [technologyreview.com] nanometer-scale silicon lasers (made with standard chip fabrication), and Moore's law will definitely survive. Our current tech will look like molasses when these are coupled.

    Imagine fiber optic motherboard traces with chips made out of graphene. It might to move us to counting in terehertz.
  • by Mark of THE CITY ( 97325 ) on Wednesday February 28, 2007 @07:25PM (#18188042) Journal
    When I was a grad student at UCLA, a postdoc and I collected some data in lab. The professor decided it would well complement the review article to have this new information. So, it happens, and not necessarily to dodge peer review.
  • by wass ( 72082 ) on Wednesday February 28, 2007 @07:37PM (#18188174)
    You know of a silicon single electron transistor [wikipedia.org] that also works at room temperature? I know some groups have made room-temperature quantum dots previously, but I don't know of any silicon ones. Those other room-temp ones are carbon nanotubes with nano-leads spaced about 10nm apart, in which case they're really graphene already.

    Anyway, graphene has a number of very interesting properties, such as its band structure which looks like a Minkowski space-time cone (or MCP from Tron). Graphene is such that its Fermi energy lies exactly at the cone intersection, and is a so-called zero bandgap semiconductor. Density of states around these conical regimes open up all sorts of applications.

    Interesting story, one group in physics spent lots of time and $$$ trying to make a nano-pencil to try to create a single graphene layer. Ie, they put a chunk of graphite on an AFM tip, and tapped it onto a substrate, making the world's smallest pencil, and thought they may have had a few areas where the resulting line was single layer thick.

    In one of the ultimate cases of getting scooped, a competing team from Harvard took a pencil, scribbled on a piece of paper, and used scotch tape to tap down on the pencil marks. Then tapping that tape onto another substrate gave large areas which had single graphene layers. So the first group was scooped by a team that used literally pennies worth of materials on a process that takes only minutes, while they spent over a year and tens of thousands of dollars on the nano-pencil technique! Cue cliches about thinking outside the box.
  • by renau ( 123225 ) on Wednesday February 28, 2007 @07:51PM (#18188386) Homepage
    The Carbon atom is around 0.2nm width. If they can make gates with a single atom (lets ignore interconnection),
    this means that we can go up to 0.2nm (This is just 8 generations away from 45nm or less than 20 years).

    I guess that to keep the Moore's law, we'll go to 3D chips much earlier (my 2 cents that we'll have mass
    produced 3D chips before or during 22nm).
  • by purify0583 ( 1063046 ) on Wednesday February 28, 2007 @07:55PM (#18188448)

    FT*2nd*A:

    One of graphene's simplest properties - that of being a perfectly flat 2D sheet - is the most mystifying of all, said Geim. In theory, thermal fluctuations should cause any perfect 2D crystal to vibrate out of the plane, with sufficient energy to break its bonds. Scientists had surmised that graphene could only appear both stable and perfectly flat because it was usually stabilised on a substrate.

    But in Nature this week, Geim's team also reveals that the supposedly flat sheet is in fact corrugated; tiny ripples of graphene crystallites make the sheets 3D when suspended in isolation
    The article explains that free standing graphene could not exist on its own if it was not intrinsiclly rippled. What they discovered was that graphene actually has a rippled structure when isolated which allows them to use it in such a fashion. So its my understanding that thermal fluctuations are not the cause of the ripples, instead something in the nature of graphene is. It would be nice it they would explain why it is rippled. Is it because of imperfections or simply the nature of the sp2 carbons? Anyone know?
  • Re:practical? (Score:2, Interesting)

    by !!!!FiReStArTa!!!! ( 924750 ) on Wednesday February 28, 2007 @09:53PM (#18189646)
    I'd be curious to see how they deal with electron tunneling, one layer of atoms doesn't sound very stable.
  • by reverseengineer ( 580922 ) on Thursday March 01, 2007 @12:39AM (#18190778)
    This is only a guess, but I think the ripples might be caused by what are known as Stone-Wales defects, which involve a carbon-carbon bond rotating 90 degrees to convert a local structure of four hexagons into two pentagons and two heptagons. These rings prefer to form "puckered" conformations, which would explain the ripples.

    I think "thermal fluctuations" as a reason for the ripples comes about because these interconversions have a high activation energy, so they are likely to occur only at "hot spots" caused that develop from random lattice vibrations. I would imagine that random thermal motion of atoms in the lattice would strain bonds with adjacent carbon atoms, and bond strain could move through the lattice, occasionally adding up to strain a bond enough to break it and form a defect. Just like the pentagons in fullerenes, these defects would provide curvature to the lattice- in the case of a graphene monolayer, evidently just enough to make the sheet "wavy," rather than enough to make it fold in on itself (or rip itself apart trying).

    Once again, just a guess- I don't have access to the paper, so I don't know if the nature of the ripples is explained more fully there.

I've noticed several design suggestions in your code.

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