2019
DOI: 10.1038/s41565-019-0443-9
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Gate-based high fidelity spin readout in a CMOS device

Abstract: The engineering of electron spin qubits in a compact unit cell embedding all quantum functionalities is mandatory for large scale integration. In particular, the development of a high-fidelity and scalable spin readout method remains an open challenge. Here we demonstrate high-fidelity and robust spin readout based on gate reflectometry in a CMOS device comprising one qubit dot and one ancillary dot coupled to an electron reservoir to perform readout. This scalable method allows us to read out a spin with a fi… Show more

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Cited by 127 publications
(99 citation statements)
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References 37 publications
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“…In summary, we have characterised a gate-based approach for spin-qubit measurements in a future silicon quantum processor.The signal-to-noise ratio obtained with a simple resonant circuit is sufficient to read out the electronic spin state in a single shot. Our results, together with contemporaneous results in several other silicon quantum dot architectures [31][32][33], open a path to the readout of many spin qubits in parallel, using a compact gate design that will be needed for large-scale quantum processors of the future. SET current (left) and dispersive response (right) measured after initialising either via A1 → A2, to initialise S, or via B1 → B2 to initialise a mixed state between S and the three triplets (pulse sequence is shown in inset).…”
mentioning
confidence: 57%
“…In summary, we have characterised a gate-based approach for spin-qubit measurements in a future silicon quantum processor.The signal-to-noise ratio obtained with a simple resonant circuit is sufficient to read out the electronic spin state in a single shot. Our results, together with contemporaneous results in several other silicon quantum dot architectures [31][32][33], open a path to the readout of many spin qubits in parallel, using a compact gate design that will be needed for large-scale quantum processors of the future. SET current (left) and dispersive response (right) measured after initialising either via A1 → A2, to initialise S, or via B1 → B2 to initialise a mixed state between S and the three triplets (pulse sequence is shown in inset).…”
mentioning
confidence: 57%
“…the applied voltage (i.e. a quantum capacitance), allowing for a dispersive readout by coupling to a detector circuit which can be integrated in the gate chip [10][11][12][13] .…”
mentioning
confidence: 99%
“…We can detect the charge in the QD via dispersive [10][11][12][13] by incorporating a tank-circuit (often superconducting) resonator (typically with frequency ω r of a few hundred MHz to a few GHz) into the gate wire and accumulated QD [e.g., Fig. 1(a)], and then sending and reflecting resonant microwaves to it.…”
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confidence: 99%
“…1(b), resulting in a large gate-coupling factor, α = 0.95±0.06, similar to previously reported values 11,12 . The results presented in this paper are performed in a cryo-free dilution refrigerator using gate-based reflectometry and homodyne detection [13][14][15][16][17] .For the typically large impedances of nanoelectronic devices at radio-frequencies, the circuit's resonant frequency is f 0 ≈ 1/(2π √ LC tot ) where C tot = C t +C d +C p . The equivalent impedance at resonance is arXiv:1807.07842v2 [cond-mat.mes-hall]…”
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confidence: 99%