Coulomb oscillations of a quantum antidot formed by an airbridged pillar gate in the integer and fractional quantum Hall regime
arXiv:2412.11401 · doi:10.35848/1347-4065/ad90eb
Abstract
Quantum antidots (QAD) are attractive for manipulating quasiparticles in quantum Hall (QH) systems. Here, we form a QAD in the integer and fractional QH regimes at nominal Landau-level filling factor = 2, 1, and 2/3 using a submicron pillar gate with an airbridge connection. After confirming the required conditions for a fully depleted QAD, we analyze the observed Coulomb oscillations in terms of the area of the QAD and the effective charge for the oscillation period in an identical gate voltage range. The area at = 2/3 is significantly smaller than that at = 2 and 1, in qualitative agreement with the previous report. By assuming a constant gate capacitance, the effective charge at = 2/3 is about 2/3 of that at = 2 and 1. The QAD device can be used to capture and emit charges in the unit of 2e/3.
References in corpus (9)
- Direct observation of anyonic braiding statistics at the =1/3 fractional quantum Hall state
- Fractional statistics in anyon collisions
- Partitioning of Diluted Anyons Reveals their Braiding Statistics
- Electron interactions in an antidot in the integer quantum Hall regime
- Electron tunneling spectroscopy of a quantum antidot in the quantum Hall regime
- Charge equilibration in integer and fractional quantum Hall edge channels in a generalized Hall-bar device
- Localizing fractional quasiparticles on graphene quantum hall antidots
- Capacitive interaction model for Aharonov-Bohm effects of a quantum Hall antidot
- Tunable tunnel coupling in a double quantum antidot with cotunneling via localized state