A single electron in a magnetic field is like a tiny top that spins and weakly "squeaks" at its own frequency. Hearing that squeak directly is nearly impossible: it gets lost in the noise. Scientists have devised a resonator: a superconducting microwave strip that works like a tuning fork tuned to the same note. When an electron comes near, its squeak makes the tuning fork ring louder, and the signal becomes noticeable.
Such a resonator has been made in several ways. Its quality factor (how many oscillations it can sustain without loss) exceeds 20,000 at the single-photon level — meaning it barely dissipates energy. The resonator works stably even in magnetic fields up to 500 millitesla, which is important for controlling spins. Thanks to this amplification, a single spin can be detected either by directly counting photons or by observing a shift in the resonator's frequency, as if the tuning fork changed its pitch slightly when the top spins nearby.
as written by the authors arXiv:2603.25258
We introduce a multilayer superconducting microwave resonator with sub-Ohm impedance optimized for high coupling strength to single electron spins. The design minimizes the magnetic far-field and therefore achieves a Purcell factor $$F_P > 10^{15}$$. We show several ways to fabricate this type of resonator and present resonators with an intrinsic $$Q$$-factor exceeding $$2 \cdot 10^4$$ at the single-photon level. We further characterize these resonators in magnetic fields up to $$500 \, \text{mT}$$. Finally, we evaluate the impact of the achievable Purcell factor on single-spin detection through photon counting and dispersive readout.
An amplification of $10^{15}$ is like turning a mosquito's whisper into the roar of a jet engine.
In stories about future quantum computers, such resonators are a common component: they help read qubits without destroying their state.