2022
DOI: 10.1103/physrevx.12.041014
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Random-Access Quantum Memory Using Chirped Pulse Phase Encoding

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Cited by 9 publications
(4 citation statements)
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“…Under these conditions, the eigenstates of the spin Hamiltonian H = H A + H B are best given as F , m F , where F = S + I is the total spin and m F is its projection onto B 0 . Bismuth donors can have exceptional spin relaxation and coherence times, with T 1 > 1600 s ( 28 ) and T 2 as long as 700 ms ( 29 ), while the large zero-field splitting of the system 5 A /2π = 7.375 GHz makes it ideal for applications involving superconducting devices ( 30 , 31 ).…”
Section: Resultsmentioning
confidence: 99%
“…Under these conditions, the eigenstates of the spin Hamiltonian H = H A + H B are best given as F , m F , where F = S + I is the total spin and m F is its projection onto B 0 . Bismuth donors can have exceptional spin relaxation and coherence times, with T 1 > 1600 s ( 28 ) and T 2 as long as 700 ms ( 29 ), while the large zero-field splitting of the system 5 A /2π = 7.375 GHz makes it ideal for applications involving superconducting devices ( 30 , 31 ).…”
Section: Resultsmentioning
confidence: 99%
“…Huang et al [197], but it is essential for the development of quantum repeaters for quantum communication networks. Sullivan et al [198] investigate random-access quantum memory using chirpedpulse phase encoding. The protocol is implemented using donor spins in silicon coupled to a superconducting cavity, offering the potential for microwave random access quantum memories with lifetimes exceeding seconds.…”
Section: Useful Nisq Digital Quantum Advantage -Mission Impossible?mentioning
confidence: 99%
“…Centre for Nanotechnology and colleagues have taken an important step toward making quantum RAM a reality, demonstrating a hardware-efficient approach that uses chirped microwave pulses to store and retrieve quantum information in atomic spins [3].…”
Section: Credit: Aps/carin Cainmentioning
confidence: 99%