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Quantum control of an oscillator using a stimulated Josephson nonlinearity
by
Houck, Andrew A.
, Vrajitoarea, Andrei
, Groszkowski, Peter
, Huang, Ziwen
, Koch, Jens
in
639/766/1130/1064
/ 639/766/400/482
/ 639/766/483/3925
/ 639/766/483/481
/ Architecture
/ Atomic
/ Circuits
/ Classical and Continuum Physics
/ Complex Systems
/ Computer engineering
/ Condensed Matter Physics
/ Eigenvectors
/ Energy
/ Experiments
/ Fluctuations
/ Flux
/ Hilbert space
/ Inductive coupling
/ Josephson junctions
/ Mathematical and Computational Physics
/ Molecular
/ Nonlinearity
/ Optical and Plasma Physics
/ Oscillators
/ Photons
/ Physics
/ Physics and Astronomy
/ Q factors
/ Quantum phenomena
/ Qubits (quantum computing)
/ Resonators
/ Spectrum analysis
/ Superconductivity
/ Theoretical
/ Wave interaction
2020
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Quantum control of an oscillator using a stimulated Josephson nonlinearity
by
Houck, Andrew A.
, Vrajitoarea, Andrei
, Groszkowski, Peter
, Huang, Ziwen
, Koch, Jens
in
639/766/1130/1064
/ 639/766/400/482
/ 639/766/483/3925
/ 639/766/483/481
/ Architecture
/ Atomic
/ Circuits
/ Classical and Continuum Physics
/ Complex Systems
/ Computer engineering
/ Condensed Matter Physics
/ Eigenvectors
/ Energy
/ Experiments
/ Fluctuations
/ Flux
/ Hilbert space
/ Inductive coupling
/ Josephson junctions
/ Mathematical and Computational Physics
/ Molecular
/ Nonlinearity
/ Optical and Plasma Physics
/ Oscillators
/ Photons
/ Physics
/ Physics and Astronomy
/ Q factors
/ Quantum phenomena
/ Qubits (quantum computing)
/ Resonators
/ Spectrum analysis
/ Superconductivity
/ Theoretical
/ Wave interaction
2020
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Quantum control of an oscillator using a stimulated Josephson nonlinearity
by
Houck, Andrew A.
, Vrajitoarea, Andrei
, Groszkowski, Peter
, Huang, Ziwen
, Koch, Jens
in
639/766/1130/1064
/ 639/766/400/482
/ 639/766/483/3925
/ 639/766/483/481
/ Architecture
/ Atomic
/ Circuits
/ Classical and Continuum Physics
/ Complex Systems
/ Computer engineering
/ Condensed Matter Physics
/ Eigenvectors
/ Energy
/ Experiments
/ Fluctuations
/ Flux
/ Hilbert space
/ Inductive coupling
/ Josephson junctions
/ Mathematical and Computational Physics
/ Molecular
/ Nonlinearity
/ Optical and Plasma Physics
/ Oscillators
/ Photons
/ Physics
/ Physics and Astronomy
/ Q factors
/ Quantum phenomena
/ Qubits (quantum computing)
/ Resonators
/ Spectrum analysis
/ Superconductivity
/ Theoretical
/ Wave interaction
2020
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Quantum control of an oscillator using a stimulated Josephson nonlinearity
Journal Article
Quantum control of an oscillator using a stimulated Josephson nonlinearity
2020
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Overview
Superconducting circuits extensively rely on the Josephson junction as a nonlinear electronic element for manipulating quantum information and mediating photon interactions. Despite continuing efforts in pushing the coherence of Josephson circuits, the best photon lifetimes have been demonstrated in microwave cavities. Nevertheless, architectures based on quantum memories require a qubit element for logical operations at the cost of introducing additional loss channels and limiting process fidelities. Here, we directly operate the oscillator as an isolated two-level system by tailoring its Hilbert space. Implementing a flux-tunable inductive coupling between two resonators, we can selectively Rabi drive the lowest eigenstates by dynamically activating a three-wave interaction through parametric flux modulation. Measuring the Wigner function confirms that we can prepare arbitrary states confined in the single-photon manifold, with measured coherence times limited by the oscillator intrinsic quality factor. This architectural shift in engineering oscillators with stimulated nonlinearity can be exploited for designing long-lived quantum modules and offers flexibility in studying non-equilibrium physics with photons in a field-programmable simulator.
A flux-tunable inductive coupling between two microwave superconducting resonators allows the operation of one of them as a two-level system. The lifetime is limited by the oscillator’s quality factor, offering potential for highly coherent qubits.
Publisher
Nature Publishing Group UK,Nature Publishing Group
Subject
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