Current biased gradiometric flux qubit in a circuit-QED architecture
arXiv:2112.14926 · doi:10.1088/1367-2630/ac4281
Abstract
We propose a scheme for controlling the gradiometric flux qubit (GFQ) by applying an ac bias current in a circuit-QED architecture. The GFQ is insensitive to the magnetic flux fluctuations, which at the same time makes it challenging to manipulate the qubit states by an external magnetic field. In this study, we demonstrate that an ac bias current applied to the -junction of the GFQ can control the qubit states. Further, the present scheme is robust against the charge fluctuation as well as the magnetic flux fluctuations, promising a long coherence time for quantum gate operations. We introduce a circuit-QED architecture to perform the single and two-qubit operations with a sufficiently strong coupling strength.
15 pages, 4 figures
References in corpus (11)
- Charge insensitive qubit design derived from the Cooper pair box
- Quantum information processing with circuit quantum electrodynamics
- Tuning the Gap of a Superconducting Flux Qubit
- Strong Coupling of a Quantum Oscillator to a Flux Qubit at its Symmetry Point
- Microwave Down-Conversion with an Impedance-Matched System in Driven Circuit QED
- Tunable and Switchable Coupling Between Two Superconducting Resonators
- Large Dispersive Shift of Cavity Resonance Induced by a Superconducting Flux Qubit in the Straddling Regime
- Observing pure effects of counter-rotating terms without ultrastrong coupling: A single photon can simultaneously excite two qubits
- Gradiometric flux qubits with tunable gap
- Tuned transition from quantum to classical for macroscopic quantum states
- Circulator function in a Josephson junction circuit and braiding of Majorana zero modes