Gate reflectometry in dense quantum dot arrays

• URL: http://arxiv.org/abs/2012.04791v2
• Date: Mon, 5 Jun 2023 10:11:37 GMT
• Title: Gate reflectometry in dense quantum dot arrays
• Authors: Fabio Ansaloni, Heorhii Bohuslavskyi, Federico Fedele, Torbj{\o}rn Rasmussen, Bertram Brovang, Fabrizio Berritta, Amber Heskes, Jing Li, Louis Hutin, Benjamin Venitucci, Benoit Bertrand, Maud Vinet, Yann-Michel Niquet, Anasua Chatterjee, Ferdinand Kuemmeth
• Abstract summary: We perform gate-voltage pulsing and gate-based reflectometry measurements on a dense 2$times$2 array of silicon quantum dots fabricated in a 300-mm-wafer foundry. Our techniques may find use in the scaling of few-dot spin-qubit devices to large-scale quantum processors.
• Score: 18.131612654397884
• License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
• Abstract: Silicon quantum devices are maturing from academic single- and two-qubit devices to industrially-fabricated dense quantum-dot (QD) arrays, increasing operational complexity and the need for better pulsed-gate and readout techniques. We perform gate-voltage pulsing and gate-based reflectometry measurements on a dense 2$\times$2 array of silicon quantum dots fabricated in a 300-mm-wafer foundry. Utilizing the strong capacitive couplings within the array, it is sufficient to monitor only one gate electrode via high-frequency reflectometry to establish single-electron occupation in each of the four dots and to detect single-electron movements with high bandwidth. A global top-gate electrode adjusts the overall tunneling times, while linear combinations of side-gate voltages yield detailed charge stability diagrams. To test for spin physics and Pauli spin blockade at finite magnetic fields, we implement symmetric gate-voltage pulses that directly reveal bidirectional interdot charge relaxation as a function of the detuning between two dots. Charge sensing within the array can be established without the involvement of adjacent electron reservoirs, important for scaling such split-gate devices towards longer 2$\times$N arrays. Our techniques may find use in the scaling of few-dot spin-qubit devices to large-scale quantum processors.

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