Spin qubit with coherence exceeding one second measured by microwave photon counting. Part 2/3
ORAL
Abstract
Electron spin resonance (ESR) spectroscopy is the method of choice for characterizing parama-
gnetic impurities, with applications ranging from chemistry to quantum computing, but it gives only
access to ensemble-averaged quantities due to its limited signal-to-noise ratio. The sensitivity nee-
ded to detect single electron spins has been reached so far using spin-dependent photoluminescence,
transport measurements, or scanning probes. These techniques are system-specific or sensitive only
in a small detection volume, so that practical single spin detection remains an open challenge.
Using single-electron-spin-resonance techniques recently demonstrated [3] we characterize the
magnetic environment of the single electron probe. The technique consists in measuring the spin
fluorescence signal at microwave frequencies [1, 2] using a microwave photon counter based on a
superconducting transmon qubit [3]. In our experiment, individual paramagnetic erbium ions in a
scheelite crystal of CaWO4 are magnetically coupled to a small-mode-volume, high-quality factor
superconducting microwave resonator to enhance their radiative decay rate [4]. The method applies
to arbitrary paramagnetic species with long enough non-radiative relaxation time, and offers large
detection volumes ( ∼ 10μm3) ; as such, it may find applications in magnetic resonance and quantum
computing.
In this second part, I will present the spectroscopy of individual Erbium ions by microwave photon counting with an improved detector sensitivity.
[1] Albertinale, E. et al. Detecting spins by their fluorescence with a
microwave photon counter. Nature 600, 434– 438 (2021).
[2] L. Balembois, et al. Practical Single Microwave Photon Counter
with 10−22 W/√Hz sensitivity. arXiv :2307.03614.
[3] Z. Wang, et al. Single-electron spin resonance detection by mi-
crowave photon counting. Nature 619, 276–281 (2023).
[4] R. Lescanne et al. Irreversible Qubit-Photon Coupling for the De-
tection of Itinerant Microwave Photons. Phys. Rev. X 10, 021038
(2020).
[5] A. Bienfait et al. Controlling spin relaxation with a cavity. Nature
531, 74 (2016).
gnetic impurities, with applications ranging from chemistry to quantum computing, but it gives only
access to ensemble-averaged quantities due to its limited signal-to-noise ratio. The sensitivity nee-
ded to detect single electron spins has been reached so far using spin-dependent photoluminescence,
transport measurements, or scanning probes. These techniques are system-specific or sensitive only
in a small detection volume, so that practical single spin detection remains an open challenge.
Using single-electron-spin-resonance techniques recently demonstrated [3] we characterize the
magnetic environment of the single electron probe. The technique consists in measuring the spin
fluorescence signal at microwave frequencies [1, 2] using a microwave photon counter based on a
superconducting transmon qubit [3]. In our experiment, individual paramagnetic erbium ions in a
scheelite crystal of CaWO4 are magnetically coupled to a small-mode-volume, high-quality factor
superconducting microwave resonator to enhance their radiative decay rate [4]. The method applies
to arbitrary paramagnetic species with long enough non-radiative relaxation time, and offers large
detection volumes ( ∼ 10μm3) ; as such, it may find applications in magnetic resonance and quantum
computing.
In this second part, I will present the spectroscopy of individual Erbium ions by microwave photon counting with an improved detector sensitivity.
[1] Albertinale, E. et al. Detecting spins by their fluorescence with a
microwave photon counter. Nature 600, 434– 438 (2021).
[2] L. Balembois, et al. Practical Single Microwave Photon Counter
with 10−22 W/√Hz sensitivity. arXiv :2307.03614.
[3] Z. Wang, et al. Single-electron spin resonance detection by mi-
crowave photon counting. Nature 619, 276–281 (2023).
[4] R. Lescanne et al. Irreversible Qubit-Photon Coupling for the De-
tection of Itinerant Microwave Photons. Phys. Rev. X 10, 021038
(2020).
[5] A. Bienfait et al. Controlling spin relaxation with a cavity. Nature
531, 74 (2016).
* We acknowledge support from the European Research Council under grant no. 101042315 (INGENIOUS).
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Presenters
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Emmanuel Flurin
CEA-Saclay
Authors
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Emmanuel Flurin
CEA-Saclay
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Louis P Pallegoix
CEA Saclay
-
Jaime Travesedo
CEA
-
Patrice Bertet
CEA Saclay
-
James O'Sullivan
CEA Saclay, ETH Zürich