2016
DOI: 10.1103/physrevb.93.239905
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Publisher's Note: Optically enabled magnetic resonance study ofAs75andSb121inSi

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Cited by 3 publications
(7 citation statements)
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“…The quantum system used in this work is the electron and nuclear spins of the phosphorus donor ( 31 P) in isotopically enriched 28 Si. Naturally occurring silicon consists of three isotopes, 28 Si, 29 Si, and 30 Si, and by essentially removing the other two isotopes we remove spatial variations in the local band gap energy, as well as the nuclear spins of the 29 Si, resulting in a so called "semiconductor vacuum" [1]. The system is then analogous to a hydrogen atom in a vacuum [21].…”
Section: Phosphorus Donor Systemmentioning
confidence: 99%
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“…The quantum system used in this work is the electron and nuclear spins of the phosphorus donor ( 31 P) in isotopically enriched 28 Si. Naturally occurring silicon consists of three isotopes, 28 Si, 29 Si, and 30 Si, and by essentially removing the other two isotopes we remove spatial variations in the local band gap energy, as well as the nuclear spins of the 29 Si, resulting in a so called "semiconductor vacuum" [1]. The system is then analogous to a hydrogen atom in a vacuum [21].…”
Section: Phosphorus Donor Systemmentioning
confidence: 99%
“…Studies at nonzero B 0 have shown that the removal of inhomogeneous isotope broadening, realized by using highly enriched 28 Si, makes it possible to resolve the hyperfine-split D 0 ground state components in the absorption spectrum of the donor bound exciton (D 0 X). Optical transitions between these components can also be used to hyperpolarize the spin system and to measure the populations in the various hyperfine states [16].…”
Section: Phosphorus Donor Systemmentioning
confidence: 99%
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“…This spinselective excitation can be used as an electrical detection mechanism for the electron spin of the donor [22], called Auger-electron-detected magnetic resonance (AEDMR) [4]. In samples with high purity and at low temperatures (typically T < 5 K), it is even possible to optically resolve the hyperfine splitting [22,23] enabling the optical [24,25] and electrical [4] detection of the nuclear spin state.…”
mentioning
confidence: 99%
“…Due to different interaction strengths with their surroundings, they form a powerful combination of a fast, but more volatile electron spin and a slower, but very coherent nuclear spin qubit [9][10][11]. This nuclear spin is I = 1/2 for phosphorus, but systems with a higher nuclear spin can be realized by simply replacing phosphorus by the other hydrogenic donors As (I = 3/2) [12,13], Sb (5/2 and 7/2) [14,15], and Bi (9/2) [16][17][18]. Several advantages of the d-dimensional Hilbert spaces of such systems, sometimes called qudits, have been proposed, such as the realization of simpler and more efficient gates [19,20] or more secure quantum cryptography [21].…”
mentioning
confidence: 99%