AC flux sweet spots in parametrically-modulated superconducting qubits
Nicolas Didier, Eyob A. Sete, Joshua Combes, and Marcus P. da Silva

TL;DR
This paper investigates how parametric flux modulation in superconducting qubits affects flux noise sensitivity, revealing an AC sweet spot that minimizes dephasing and enhances gate fidelity.
Contribution
It introduces the concept of an AC sweet spot in flux-modulated superconducting qubits, reducing flux noise sensitivity during entangling gate operations.
Findings
Parametric flux modulation increases dephasing rates due to white noise.
Filtering control signals creates an AC sweet spot insensitive to 1/f flux noise.
The AC sweet spot enables high-fidelity entangling gates limited mainly by higher order effects.
Abstract
The ubiquitous presence of flux noise was a significant barrier to long-coherence in superconducting qubits until the development of qubits that could operate in static, flux noise insensitive configurations commonly referred to as `sweet-spots'. Several proposals for entangling gates in superconducting qubits tune the flux bias away from these spots, thus reintroducing the dephasing problem to varying degrees. Here we revisit one such proposal, where interactions are parametrically activated by rapidly modulating the flux bias of the qubits around these sweet-spots, and study the effect of modulation on the sensitivity to flux noise. We explicitly calculate how dephasing rates depend on different components of the flux-noise spectrum, and show that, while these parametric gates are insensitive to flux noise, dephasing rates are increased under modulation, and dominated by…
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