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DisprovedChanged2004

Two-dimensional materials cannot exist

The old claim turned out to be wrong and was rejected by evidence.

TaughtA one-atom-thick sheet is thermodynamically unstable and would crumple or roll up. Strictly two-dimensional crystals cannot exist at finite temperature.

NowAndre Geim and Konstantin Novoselov isolated graphene in 2004 using adhesive tape and a block of graphite. They won the 2010 Nobel Prize.

What actually happened

The theoretical objection, associated with Landau and Peierls, was serious and long-standing: thermal fluctuations should destroy long-range order in a strictly 2D crystal. The conclusion drawn from it, that such materials could not be made, turned out to be a misreading of a result about idealized flat sheets. Real graphene ripples slightly in the third dimension, which stabilizes it.

The method is the famous part. Geim's lab ran "Friday night experiments," speculative projects with no expectation of success, and the winning technique was pressing sticky tape onto graphite, peeling it off, and repeating until single-atom layers remained. It is essentially free, and the resulting material is around 200 times stronger than steel, conducts heat and electricity superbly, and is transparent. The Nobel followed six years later, one of the fastest turnarounds in the prize's history. Graphene opened an entire field of 2D materials that the textbook said should not be there.

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Sources

  1. The Nobel Prize in Physics 2010nobelprize.org
  2. Science: Electric field effect in atomically thin carbon films (Novoselov et al., 2004)science.org

Who was taught this

Still standard through 2006, so anyone who finished school between 1950 and 2004 learned the earlier version.