Quantum Whisper in Diamond ✛ ✎

Original: "Readout of a solid state spin ensemble at the projection noise limit"
arXiv:2509.11854 · 2025-09-15 · arXiv non-exclusive · independent analysis · 1 min
Using diamond defects, physicists have overheard the collective whisper of spins, suppressing light noise by 3.8 decibels.

Every elementary particle has its own rotation — spin. These tiny magnetic spinning tops constantly tremble, generating a faint noise. Hearing it is hindered by the din of light used in detectors. But in a diamond with artificial defects, glowing NV centers, scientists found a loophole. Nitrogen atoms near the defects act like stable 'recorders': their nuclei record the trembling of electron spins, ignoring the optical cacophony.

Repeated readout using spectroscopy allowed the useful whisper to accumulate and reduced overall noise by 3.8 decibels — approaching the fundamental quantum limit. For the first time, correlations between spins appeared without distortion: how they 'talk' to each other. This opens the era of quantum sensors with unprecedented sensitivity. For example, such defects are already able to detect the magnetic field of a single protein molecule, and operate inside a living cell. In perspective — squeezing of spin states for even more precise measurements.

NV centers can detect the magnetic field of a single protein molecule: they are being explored as nanosensors inside living cells.

\sigma^2 = \sigma_n^2 + (2nc\sigma_{\tilde{J}_z})^2
The total signal variance is the sum of photon shot noise and spin projection noise. σ is the observed distribution width, σ_n is photon noise, n is the number of photons, c is contrast, and σ_{J_z} is projection noise.
\sigma_{\tilde{J}_z} = \sqrt{\frac{I(I+1)}{3}} \sqrt{\frac{1}{N_{NV}}} \sqrt{\frac{1}{3}} \sqrt{\frac{2T_1^2}{T^2} \left( \frac{T}{T_1} + e^{-T/T_1} - 1 \right)}
Projection noise for an ensemble of spins with I=1, accounting for time averaging over the readout duration. σ_{J_z} is projection noise, N_NV is the number of NV centers, T_1 is the longitudinal relaxation time, and T is the readout duration.
Scientists
Christian DopplerD. B. McLaughlinDidier QuelozMichel MayorR. A. RossiterNiels Bohr
Concepts
diamond nv center spectroscopy solid state qubit diamond quantum memory quantum noise reduction nuclear spin spectroscopy optically detected magnetic resonance readout ensemble nuclear spin noise cancellation diamond nv center nv center sensing noise suppression standard quantum limit qubit noise reduction diamond defect sensing