Bulletin of the American Physical Society
APS March Meeting 2021
Volume 66, Number 1
Monday–Friday, March 15–19, 2021; Virtual; Time Zone: Central Daylight Time, USA
Session C46: Fractional Quantum Hall Effect III: Quasiparticle Excitations
3:00 PM–6:00 PM,
Monday, March 15, 2021
Sponsoring
Unit:
DCMP
Chair: Matteo Ippoliti
Abstract: C46.00015 : Non-Abelian properties at 5/2 and 7/2 filling factors exposed using controlled e/4 population of Fabry-Perot interferometers.*
5:48 PM–6:00 PM
Live
Presenter:
Robert Willett
(Nokia Bell Labs)
Authors:
Robert Willett
(Nokia Bell Labs)
Kirill Shtengel
(University of California, Riverside)
Chetan Nayak
(Microsoft Corporation & University of California, Santa Barbara)
Loren Pfeiffer
(Princeton University)
Kirk Baldwin
(Princeton University)
Ken W. West
(Princeton University)
Essential to establishing non-Abelian statistics at 5/2 & 7/2 filling in interferometry experiments is determining the response to changing the interferometer’s enclosed e/4 quasiparticle (qp) number. Past interference measurements have shown results consistent with the even-odd effect, a sign of non-Abelian properties, in which resistance across the interferometer oscillates with changing the parity of the enclosed e/4 number: alternate braiding of an even versus odd number of e/4 qps should switch between an interference signal of the Abelian process where e/4 braid e/4 + e/4 versus the e/4 braiding e/4, marked by no interference due to fermion parity changes with each braid. Experimentally the e/4 qp number can be altered by i) changing the interferometer area by changing the device’s side gate voltage, ii) sweeping B-field, which systematically changes e/4 number by 10 qps for each flux quantum added to the interferometer area, iii) using a small central gate in the interferometer area that allows controlled single e/4 changes. The first two of these techniques have shown interference results consistent with non-Abelian properties at 5/2. The small central gate adjustment of e/4 number is a new experimental method: here we show our progress in this effort.
*GBMF9615, NSF420541
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