论文标题

基于SAGNAC的II型极化 - 符合SPDC-SORCE中的非本地现实主义测试和量子状态层析成像

Nonlocal realism tests and quantum state tomography in Sagnac-based type-II polarization-entanglement SPDC-source

论文作者

Motazedifard, Ali, Madani, Seyed Ahmad, Dashkasan, J. Jafari, Vayaghan, N. Sobhkhiz

论文摘要

我们在实验上创建了一种强大,超右和相稳定的极化状态,接近最大纠缠的钟形状态,使用$ \%98 $ -FIDELITY使用类型II自发性参数下转换(SPDC)在定期支付的Ktiopo $ _4 $(ppktp)中的collinear interfere in Interfecor中的ktiopo $ _4 $(spdc)sagn collinear in Instrfere。贝尔不平等的测量,弗里德曼的测试,作为CHSH不平等的不同版本,也可以看作是可见性测试,这些测试都可以看作是非局部现实主义测试,这意味着我们创造的纠缠状态表明了对经典物理学或任何隐藏可变性理论的强烈侵犯。我们已经获得了非常可靠且非常强烈的违规行为,因为$ s = 2.78 \ pm 0.01 $,具有高亮度$ \ MATHCAL {V} _ {\ rm hv} = \%(99.969 \ pm 0.003)$和$ \ \ \ \ \ {V} _ {由于Freedman测试而违反$δ_ {\ rm f} = 0.01715 \ pm 0.00001 $。此外,将量子状态的层析成像重建在一起,将最大可能的类技术(MLT)作为数值优化,我们获得了物理非负定密度算子,该密度算子显示了我们准备好的状态的不可分割性和纠缠。通过具有最大似然密度运算符,我们计算了一些重要的纠缠测量和纠缠熵。 SAGNAC配置为高速纠缠源提供了双向晶体泵的产量,该纠缠源非常适用于量子通信,传感和计量以及量子信息协议,并且有可能用于基于量子照明的LIDAR和自由空间量子量子量分布(QKD)。

We have experimentally created a robust, ultrabright and phase-stable polarization-entangled state close to maximally entangled Bell-state with $ \% 98 $-fidelity using the type-II spontaneous parametric down-conversion (SPDC) process in periodically-poled KTiOPO$ _4 $ (PPKTP) collinear crystal inside a Sagnac interferometer (SI). Bell inequality measurement, Freedman's test, as the different versions of CHSH inequality, and also visibility test which all can be seen as the nonlocal realism tests, imply that our created entangled state shows a strong violation from the classical physics or any hidden-variable theory. We have obtained very reliable and very strong Bell violation as $ S=2.78 \pm 0.01 $ with high brightness $ \mathcal{V}_{\rm HV}= \% (99.969 \pm 0.003) $ and $\mathcal{V}_{\rm DA}= \% (96.751 \pm 0.002) $ and very strong violation due to Freedman test as $ δ_{\rm F} = 0.01715 \pm 0.00001 $. Furthermore, using the tomographic reconstruction of quantum states together a maximum-likelihood-technique (MLT) as the numerical optimization, we obtain the physical non-negative definite density operator which shows the nonseparability and entanglement of our prepared state. By having the maximum likelihood density operator, we calculate some important entanglement-measures and entanglement entropies. The Sagnac configuration provides bidirectional crystal pumping yields to high-rate entanglement source which is very applicable in quantum communication, sensing and metrology as well as quantum information protocols, and has potential to be used in quantum illumination-based LIDAR and free-space quantum key distribution (QKD).

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