论文标题

三量器点量子位的谐振交换操作用于自旋量转导

Resonant Exchange Operation in Triple-Quantum-Dot Qubits for Spin-Photon Transduction

论文作者

Pan, Andrew, Keating, Tyler E., Gyure, Mark F., Pritchett, Emily J., Quinn, Samuel, Ross, Richard S., Ladd, Thaddeus D., Kerckhoff, Joseph

论文摘要

三重量子点(TQD)是有希望的半导体自旋矩,因为它们通过快速,可调的交换相互作用和对全局磁波动的免疫力进行了全电动控制。当在两个量子轴上同时活跃时,这些量子位可以在共振交换(RX)方面与光子经历强烈的横向相互作用。但是,大多数理论工作都是基于现象学费米 - 哈伯德模型,该模型可能无法完全捕获该制度中量子旋转状态的复杂性。在这里,我们使用完整的配置交互(FCI)计算在SI/SIGE和GAAS TQD中调查了交换,从而更好地描述了实用的设备操作。我们表明,通常,尤其是RX制度的高交换操作与简单模型可能有很大差异,带来了新的挑战和旋转光子耦合的机会。我们强调了设备静电和有效质量对交换的影响,并确定了一个新的工作点(XRX),其中最有可能在Si/Sige TQD中发生强旋转耦合。根据我们的数值结果,我们分析了远程纠缠腔ISWAP协议的可行性,并讨论了改善忠诚度的设计途径。我们的分析提供了对TQD旋转光子转导的需求的洞察力,并更普遍地证明了在自旋Qubits中进行准确建模的必要性。

Triple quantum dots (TQDs) are promising semiconductor spin qubits because of their all-electrical control via fast, tunable exchange interactions and immunity to global magnetic fluctuations. These qubits can experience strong transverse interaction with photons in the resonant exchange (RX) regime, when exchange is simultaneously active on both qubit axes. However, most theoretical work has been based on phenomenological Fermi-Hubbard models, which may not fully capture the complexity of the qubit spin-charge states in this regime. Here we investigate exchange in Si/SiGe and GaAs TQDs using full configuration interaction (FCI) calculations which better describe practical device operation. We show that high exchange operation in general, and the RX regime in particular, can differ significantly from simple models, presenting new challenges and opportunities for spin-photon coupling. We highlight the impact of device electrostatics and effective mass on exchange and identify a new operating point (XRX) where strong spin-photon coupling is most likely to occur in Si/SiGe TQDs. Based on our numerical results, we analyze the feasibility of a remote entanglement cavity iSWAP protocol and discuss design pathways for improving fidelity. Our analysis provides insight into the requirements for TQD spin-photon transduction and demonstrates more generally the necessity of accurate modeling of exchange in spin qubits.

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