2009
DOI: 10.1007/978-3-540-79365-6_10
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Electron Spin as a Spectrometer of Nuclear-Spin Noise and Other Fluctuations

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Cited by 80 publications
(83 citation statements)
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“…Also shown is the best-fit Lorentzian for the mean spectral function 〈S n (ω)〉 n (solid black line), and a range of bestfit Lorentzians for the individual spectral functions S n (ω) for each CPmG pulse sequence (light-blue band); a.u., arbitrary unit. (c) scaling of T 2 with the number n of CPmG pulses: derived from nV spin coherence decay data C n (t) (dots); fit of data to a power law T 2 = 250(40) µs×n 0.43 (6) is a result of the combined effect of suppression of electronic spinbath dynamics and dynamical decoupling: the extended spin-bath correlation time enhances the effectiveness of dynamical decoupling, such that T 2 is increased by a factor of ~10 despite the large concentration of N impurities (which would naively suggest almost no dynamic decoupling improvement of T 2 for this sample 30 ). In summary, we applied the spectral decomposition technique to three NV-diamond samples with different composite-spin environments to characterize the spin-bath dynamics and determine the NV multi-spin-qubit FOM.…”
Section: Discussionmentioning
confidence: 99%
“…Also shown is the best-fit Lorentzian for the mean spectral function 〈S n (ω)〉 n (solid black line), and a range of bestfit Lorentzians for the individual spectral functions S n (ω) for each CPmG pulse sequence (light-blue band); a.u., arbitrary unit. (c) scaling of T 2 with the number n of CPmG pulses: derived from nV spin coherence decay data C n (t) (dots); fit of data to a power law T 2 = 250(40) µs×n 0.43 (6) is a result of the combined effect of suppression of electronic spinbath dynamics and dynamical decoupling: the extended spin-bath correlation time enhances the effectiveness of dynamical decoupling, such that T 2 is increased by a factor of ~10 despite the large concentration of N impurities (which would naively suggest almost no dynamic decoupling improvement of T 2 for this sample 30 ). In summary, we applied the spectral decomposition technique to three NV-diamond samples with different composite-spin environments to characterize the spin-bath dynamics and determine the NV multi-spin-qubit FOM.…”
Section: Discussionmentioning
confidence: 99%
“…We take the qubit initial state to be along the x axis (equal superposition of its up and down states), and quantify the qubit coherence by calculating its signal decay function, χ(t), defined as: 30,44 …”
Section: A Single Fluctuatormentioning
confidence: 99%
“…Furthermore, enhanced NV concentrations could lead to strong NV-NV couplings, which together with long coherence times, achieved using a proper dynamical decoupling protocol [13], could pave the way toward the study of many-body dynamics in the NV-NV interaction-dominated regime [10][11][12]. However, nitrogen defects not associated with vacancies (P1 centers) create randomly fluctuating magnetic fields that cause decoherence of the quantum state of the NV ensemble [14,15]. As a result, in most cases it would be beneficial to increase the concentration of NV centers while keeping the nitrogen concentration constant, i.e.…”
mentioning
confidence: 99%