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February 11, 20242 citationsOpen Access

A Qubit with Simultaneously Maximized Speed and Coherence

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MCMiguel J. CarballidoSSSimon SvabRERafael S. Eggli

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Abstract

To overcome the threshold for fault-tolerant quantum computation, qubits have to be protected from their noisy environment to attain the necessary high fidelities. Recent experiments discovered sweet spots with strongly enhanced coherence. However, decoupling a qubit from its surroundings also limits the control over the qubit's state, typically leading to either coherent but slow or fast but short-lived qubits. This trade-off appears to be a severe fundamental limitation hampering the performance of qubits. Here, we show how this can be circumvented by demonstrating a simultaneously fast and coherent tunable regime in a hole spin qubit. In this regime, we can triple the operation speed, while simultaneously quadrupling the coherence time when tuning a local electric field, demonstrating that the qubit speed and coherence scale together without compromise. This relies on strong, quasi 1D confinement providing a local maximum in drive strength, where charge fluctuations are decoupled and thus the coherence is enhanced, yet the drive speed is maximal. A Ge/Si core/shell nanowire, operated at 1.5 K, provides the strong confinement. The driving mechanism here is the strong and tunable direct Rashba spin-orbit interaction, achieving a maximal strength at finite electrical field due to gate-dependent heavy-hole light-hole mixing. Breaking the speed-coherence trade-off makes it possible to boost fidelity and speed of one- and two-qubit gates. This concept can be expanded to planar arrays of hole or electron spin qubits as well. In this regime, the coupling to a microwave resonator is also predicted to be both strong and coherent. Altogether, this is opening a new path towards fault-tolerant quantum computation.

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Cite This Study

Carballido et al. (2024) studied this question.

synapsesocial.com/papers/68e79983b6db64358770a4e6https://doi.org/10.48550/arxiv.2402.07313
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