Coming Soon in Physics
- Straightening out entanglement
- Localization physics in graphene
Now in Focus
Quarks Influenced by Their Neighborhood
November 20, 2009
The quark structure inside protons and neutrons changes based on the local nuclear environment, according to electron accelerator experiments.
Feedback
Let us know what you think of Physics. Please email physics@aps.org with your comments, ideas, or suggestions for topics.
A superfluid of excitons
Illustration: Alan Stonebraker
Charge imbalance and bilayer two-dimensional electron systems at νT=1
A. R. Champagne, A. D. K. Finck, J. P. Eisenstein, L. N. Pfeiffer, and K. W. West
Phys. Rev. B 78, 205310 (Published November 10, 2008)
When a magnetic field is applied to a bilayer two-dimensional electron system with sufficiently close spacing, a collective phase emerges if the total electron density is equal to the degeneracy, eB/h, of a single Landau level (or, equivalently, a “filling factor” of 1/2 per layer). The system shows spontaneous phase coherence that extends across the layers even when the electron tunneling between the layers is weak. This state can be described as a Bose-Einstein condensate of interlayer electron-hole pairs or an excitonic superfluid.
A signature of this condensate is that it takes zero energy for electrons to conduct from one layer to the next. Moreover, when current flows in opposite directions in the two layers the resistance of each layer goes to zero.
Writing in Physical Review B, Alex Champagne and colleagues at the California Institute of Technology, in collaboration with Bell Laboratories, show that an interlayer Bose-Einstein condensate is realized even when the densities of each layer are not the same. The filling factor imbalance can be as high as Δν=ν1-ν2=1/2, corresponding to a filling factor of 3/4 and 1/4 for each layer. The authors also report the first observation of a direct phase transition from a coherent excitonic phase at Δν=1/3 to a pair of single-layer fractional quantum Hall states at ν=2/3,1/3 as a function of layer spacing. – Sarma Kancharla

