Dispersive measurement of a semiconductor double quantum dot via 3D integration of a high-impedance TiN resonator

• URL: http://arxiv.org/abs/2011.08759v1
• Date: Tue, 17 Nov 2020 16:39:11 GMT
• Title: Dispersive measurement of a semiconductor double quantum dot via 3D integration of a high-impedance TiN resonator
• Authors: Nathan Holman, D. Rosenberg, D. Yost, J.L. Yoder, R. Das, William D. Oliver, R. McDermott, M.A. Eriksson
• Abstract summary: One major challenge to scaling quantum dot spin qubits is the dense wiring requirements. We describe a method to solve this problem by spacing the qubits out using high-impedance superconducting resonators. This work paves the way for 2D quantum dot qubit arrays with cavity mediated interactions.
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• License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
• Abstract: Spins in semiconductor quantum dots are a candidate for cryogenic quantum processors due to their exceptionally long coherence times. One major challenge to scaling quantum dot spin qubits is the dense wiring requirements, making it difficult to envision fabricating large arrays of nearest-neighbor-coupled qubits necessary for error correction. We describe a method to solve this problem by spacing the qubits out using high-impedance superconducting resonators with a 2D grid unit cell area of $0.16~\text{mm}^2$ using 3D integration. To prove the viability of this approach, we demonstrate 3D integration of a high-impedance TiN resonator coupled to a double quantum dot in a Si/SiGe heterostructure. Using the resonator as a dispersive gate sensor, we tune the device down to the single electron regime with an SNR = 5.36 limited by the resonator-dot capacitance. Characterization of the dot and resonator systems shows such integration can be done while maintaining low charge noise metrics for the quantum dots and with improved loaded quality factors for the superconducting resonator ($Q_L = 2.14 \times 10^4$), allowing for high-sensitivity charge detection and the potential for high fidelity 2-qubit gates. This work paves the way for 2D quantum dot qubit arrays with cavity mediated interactions.

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