Experimental realization of a $\cos(2φ)$ transmon qubit

Fuente: arXiv
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Autori principali: Roverc'h, Erwan, Borgognoni, Alvise, Villiers, Marius, Gerashchenko, Kyrylo, Smith, W. Clarke, Wilson, Christopher, Douçot, Benoit, Petrescu, Alexandru, Campagne-Ibarcq, Philippe, Leghtas, Zaki
Natura: Preprint
Pubblicazione: 2026
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author Roverc'h, Erwan
Borgognoni, Alvise
Villiers, Marius
Gerashchenko, Kyrylo
Smith, W. Clarke
Wilson, Christopher
Douçot, Benoit
Petrescu, Alexandru
Campagne-Ibarcq, Philippe
Leghtas, Zaki
author_facet Roverc'h, Erwan
Borgognoni, Alvise
Villiers, Marius
Gerashchenko, Kyrylo
Smith, W. Clarke
Wilson, Christopher
Douçot, Benoit
Petrescu, Alexandru
Campagne-Ibarcq, Philippe
Leghtas, Zaki
contents Superconducting circuits with embedded symmetries are good candidates to robustly protect quantum information from dominant error channels. The $\cos(2φ)$ qubit, consisting of an island shunted to ground through a tunneling element that selectively transmits pairs of Cooper pairs, leverages charge-parity symmetry to protect from charge-induced errors. In this experiment, we observe a doublet of states of opposite Cooper-pair parity split by $13.6~\mathrm{MHz}$. Operating in a soft-transmon regime, this splitting is two orders of magnitude smaller than in previous implementations, pushing charge-induced losses well beyond the measured coherence times. Despite the low transition frequency, we demonstrate coherent qubit control, single-shot readout, and resolve quantum jumps. Charge protection of the qubit is evidenced by a $100-$fold suppression of the island charge matrix element compared to the unprotected plasmon transition, placing dielectric loss limits above $10~\mathrm{ms}$. The measured $T_1 = 70~μ\mathrm{s}$ and $T_2^\mathrm{echo}= 2.5~μ\mathrm{s}$ are instead limited by $1/f$ flux noise in the tunnelling element's loop. This experiment shows that pushing Cooper-pair pairing in the transmon regime sets high limits on charge-induced losses while preserving coherent control and single-shot readout of the low-frequency qubit. We identify flux noise as the dominant remaining limitation, calling for gradiometric designs or novel $4e$-tunneling elements.
format Preprint
id arxiv_https___arxiv_org_abs_2603_13114
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Experimental realization of a $\cos(2φ)$ transmon qubit
Roverc'h, Erwan
Borgognoni, Alvise
Villiers, Marius
Gerashchenko, Kyrylo
Smith, W. Clarke
Wilson, Christopher
Douçot, Benoit
Petrescu, Alexandru
Campagne-Ibarcq, Philippe
Leghtas, Zaki
Quantum Physics
Superconductivity
Superconducting circuits with embedded symmetries are good candidates to robustly protect quantum information from dominant error channels. The $\cos(2φ)$ qubit, consisting of an island shunted to ground through a tunneling element that selectively transmits pairs of Cooper pairs, leverages charge-parity symmetry to protect from charge-induced errors. In this experiment, we observe a doublet of states of opposite Cooper-pair parity split by $13.6~\mathrm{MHz}$. Operating in a soft-transmon regime, this splitting is two orders of magnitude smaller than in previous implementations, pushing charge-induced losses well beyond the measured coherence times. Despite the low transition frequency, we demonstrate coherent qubit control, single-shot readout, and resolve quantum jumps. Charge protection of the qubit is evidenced by a $100-$fold suppression of the island charge matrix element compared to the unprotected plasmon transition, placing dielectric loss limits above $10~\mathrm{ms}$. The measured $T_1 = 70~μ\mathrm{s}$ and $T_2^\mathrm{echo}= 2.5~μ\mathrm{s}$ are instead limited by $1/f$ flux noise in the tunnelling element's loop. This experiment shows that pushing Cooper-pair pairing in the transmon regime sets high limits on charge-induced losses while preserving coherent control and single-shot readout of the low-frequency qubit. We identify flux noise as the dominant remaining limitation, calling for gradiometric designs or novel $4e$-tunneling elements.
title Experimental realization of a $\cos(2φ)$ transmon qubit
topic Quantum Physics
Superconductivity
url https://arxiv.org/abs/2603.13114