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posted by on Friday December 23 2016, @10:18AM   Printer-friendly
from the quantum-ice-cream dept.

For the first time, MIT physicists have observed a highly ordered crystal of electrons in a semiconducting material and documented its melting, much like ice thawing into water. The observations confirm a fundamental phase transition in quantum mechanics that was theoretically proposed more than 80 years ago but not experimentally documented until now.

The team, led by MIT professor of physics Raymond Ashoori and his postdoc Joonho Jang, used a spectroscopy technique developed in Ashoori's group. The method relies on electron "tunneling," a quantum mechanical process that allows researchers to inject electrons at precise energies into a system of interest—in this case, a system of electrons trapped in two dimensions. The method uses hundreds of thousands of short electrical pulses to probe a sheet of electrons in a semiconducting material cooled to extremely low temperatures, just above absolute zero.

With their tunneling technique, the researchers shot electrons into the supercooled material to measure the energy states of electrons within the semiconducting sheet. Against a background blur, they detected a sharp spike in the data. After much analysis, they determined that the spike was the precise signal that would be given off from a highly ordered crystal of electrons vibrating in unison.

As the group increased the density of electrons, essentially packing them into ever tighter quarters within the sheet, they found the data spike shot up to higher energies, then disappeared entirely, precisely at an electron density at which an electronic crystal has been predicted to melt.


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  • (Score: 2) by edIII on Friday December 23 2016, @10:04PM

    by edIII (791) on Friday December 23 2016, @10:04PM (#445247)

    It's pretty cool to actually witness a state predicted 80 years ago, but what are the implications of this if any?

    I'm surprised the comment count is 0 here. Was hoping for some explanation....

    --
    Technically, lunchtime is at any moment. It's just a wave function.