论文标题

完全任意控制频率量子位

Fully Arbitrary Control of Frequency-Bin Qubits

论文作者

Lu, Hsuan-Hao, Simmerman, Emma M., Lougovski, Pavel, Weiner, Andrew M., Lukens, Joseph M.

论文摘要

对两级系统的准确控制是量子力学中的长期问题。一种这样的量子系统是频率键量子量:一个单个光子存在于两种离散频率模式的叠加中。 %和潜在的构建块,用于可扩展的,兼容光纤的量子信息处理。在这项工作中,我们首次展示了对量子频率处理器中频率量量子位的完全任意控制。我们在数值上建立了最佳的设置,用于用于电磁相调节器和脉冲塑造器的多种配置,从实验上确认了所有基本旋转的近乎不合格模式转换保真度。单光子水平的性能通过将单个频率键量子定位旋转到整个Bloch球体上的41点,以及对状态路径的跟踪,然后跟踪可调频型梁的输出,贝叶斯断层扫描确认了状态保真度$ \ MATHCAL $ \ MATHCAL {F}_ρ> 0.98 $。这种高保真转换扩大了量子通信中频率编码的实际潜力,在一般量子操作中提供了出色的精度和低噪声。

Accurate control of two-level systems is a longstanding problem in quantum mechanics. One such quantum system is the frequency-bin qubit: a single photon existing in superposition of two discrete frequency modes. %and a potential building block for scalable, fiber-compatible quantum information processing. In this work, we demonstrate fully arbitrary control of frequency-bin qubits in a quantum frequency processor for the first time. We numerically establish optimal settings for multiple configurations of electro-optic phase modulators and pulse shapers, experimentally confirming near-unity mode-transformation fidelity for all fundamental rotations. Performance at the single-photon level is validated through the rotation of a single frequency-bin qubit to 41 points spread over the entire Bloch sphere, as well as tracking of the state path followed by the output of a tunable frequency beamsplitter, with Bayesian tomography confirming state fidelities $\mathcal{F}_ρ>0.98$ for all cases. Such high-fidelity transformations expand the practical potential of frequency encoding in quantum communications, offering exceptional precision and low noise in general qubit manipulation.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源