论文标题
嘈杂的两种模式挤压微波状态的量子相关性流动
Flow of quantum correlations in noisy two-mode squeezed microwave states
论文作者
论文摘要
我们研究了在存在噪声的情况下在传播两种模式挤压微波态时进行的非经典相关性。我们专注于两种不同类型的相关性,即量子纠缠和量子不一致。量子不和谐具有各种有趣的基本特性,需要实验验证,例如对环境噪声的渐近鲁棒性。在这里,我们实验研究了通过超导Josephson参数放大器生成的两种模式挤压的微波状态的量子不一致。通过将不对称的噪声注入到这些纠缠状态下,我们证明了量子不和谐与热噪声的鲁棒性,同时验证纠缠的突然死亡。此外,我们研究了量子不一致和形成的纠缠之间的差异,这可能与环境和两部分子系统之间的本地无法接近信息的流动直接相关。我们观察到低噪声光子数量的量子和纠缠之间的交叉行为,这是噪声注入三方性质的结果。我们证明,纠缠和量子不和谐之间的差异可能与某些量子密钥分布协议的安全性有关。
We study nonclassical correlations in propagating two-mode squeezed microwave states in the presence of noise. We focus on two different types of correlations, namely, quantum entanglement and quantum discord. Quantum discord has various intriguing fundamental properties which require experimental verification, such as the asymptotic robustness to environmental noise. Here, we experimentally investigate quantum discord in propagating two-mode squeezed microwave states generated via superconducting Josephson parametric amplifiers. By exploiting an asymmetric noise injection into these entangled states, we demonstrate the robustness of quantum discord against thermal noise while verifying the sudden death of entanglement. Furthermore, we investigate the difference between quantum discord and entanglement of formation, which can be directly related to the flow of locally inaccessible information between the environment and the bipartite subsystem. We observe a crossover behavior between quantum discord and entanglement for low noise photon numbers, which is a result of the tripartite nature of noise injection. We demonstrate that the difference between entanglement and quantum discord can be related to the security of certain quantum key distribution protocols.