4.5 Article

Quantum Nondemolition Dispersive Readout of a Superconducting Artificial Atom Using Large Photon Numbers

Journal

PHYSICAL REVIEW APPLIED
Volume 15, Issue 6, Pages -

Publisher

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevApplied.15.064030

Keywords

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Funding

  1. Alexander von Humboldt foundation by the German Federal Ministry of Education and Research
  2. Initiative and Networking Fund of the Helmholtz Association, within the Helmholtz Future Project Scalable solid state quantum computing
  3. Gauss Centre for Supercomputing e.V.
  4. State Graduate Sponsorship Program
  5. Helmholtz International Research School for Teratronics (HIRST)
  6. Ministry of Education and Science of Russian Federation in the framework of the Increase Competitiveness Program of the National University of Science and Technology MISIS [K2-2020-017]

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The paper discusses a new fluxonium artificial atom where the signal-to-noise ratio continuously improves with increasing photon numbers up to around 200. Without the use of a parametric amplifier, high fidelities of 99% and 93% for feedback-assisted ground and excited state preparations were achieved at a photon number of 74. However, at higher photon numbers, leakage outside the qubit computational space limits the fidelity of quantum state preparation.
Reading out the state of superconducting artificial atoms typically relies on dispersive coupling to a readout resonator. For a given system noise temperature, increasing the circulating photon number n & macr; in the resonator enables a shorter measurement time and is therefore expected to reduce readout errors caused by spontaneous atom transitions. However, increasing n & macr; is generally observed to also monotonously increase these transition rates. Here we present a fluxonium artificial atom in which, despite the fact that the measured transition rates show nonmonotonous fluctuations within a factor of 6, for photon numbers up to n & macr; asymptotic to 200, the signal-to-noise ratio continuously improves with increasing n & macr;. Even without the use of a parametric amplifier, at n & macr; = 74, we achieve fidelities of 99% and 93% for feedback-assisted ground and excited state preparations, respectively. At higher n & macr;, leakage outside the qubit computational space can no longer be neglected and it limits the fidelity of quantum state preparation.

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