Investigation of microwave loss induced by oxide regrowth in high-Q Nb
resonators
- URL: http://arxiv.org/abs/2012.10761v2
- Date: Tue, 22 Dec 2020 17:43:18 GMT
- Title: Investigation of microwave loss induced by oxide regrowth in high-Q Nb
resonators
- Authors: J. Verjauw, A. Poto\v{c}nik, M. Mongillo, R. Acharya, F. Mohiyaddin,
G. Simion, A. Pacco, Ts. Ivanov, D. Wan, A. Vanleenhove, L. Souriau, J.
Jussot, A. Thiam, J. Swerts, X. Piao, S. Couet, M. Heyns, B. Govoreanu and I.
Radu
- Abstract summary: We study niobium resonators after removing the native oxides with a hydrofluoric acid etch.
We find that losses in quantum devices are reduced by an order of magnitude, with internal Q-factors reaching up to 7 $cdot$ 10$6$ in the single photon regime.
Our findings are of particular interest for devices spanning from superconducting qubits, quantum-limited amplifiers, microwave kinetic inductance detectors to single photon detectors.
- Score: 0.0
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: The coherence of state-of-the-art superconducting qubit devices is
predominantly limited by two-level-system defects, found primarily at amorphous
interface layers. Reducing microwave loss from these interfaces by proper
surface treatments is key to push the device performance forward. Here, we
study niobium resonators after removing the native oxides with a hydrofluoric
acid etch. We investigate the reappearance of microwave losses introduced by
surface oxides that grow after exposure to the ambient environment. We find
that losses in quantum devices are reduced by an order of magnitude, with
internal Q-factors reaching up to 7 $\cdot$ 10$^6$ in the single photon regime,
when devices are exposed to ambient conditions for 16 min. Furthermore, we
observe that Nb2O5 is the only surface oxide that grows significantly within
the first 200 hours, following the extended Cabrera-Mott growth model. In this
time, microwave losses scale linearly with the Nb$_2$O$_5$ thickness, with an
extracted loss tangent tan$\delta$ = 9.9 $\cdot$ 10$^{-3}$. Our findings are of
particular interest for devices spanning from superconducting qubits,
quantum-limited amplifiers, microwave kinetic inductance detectors to single
photon detectors.
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