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Combining multi-photon entanglement, hyper-entanglement and quantum networks for enhanced sensing

机译:结合多光子纠缠,超纠缠和量子网络以增强感测

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Quantum hyper-entanglement, multi-photon entanglement and quantum networks are combined to develop enhanced sensing capabilities. Quantum hyper-entanglement refers to entanglement in more than one degree of freedom, e.g. polarization, energy-time, orbital angular momentum (0AM), and frequency. Multi-photon entanglement involves entanglement typically between more than two photons, whereas hyper-entanglement is generally described as occurring between two photons referred to as the signal and ancilla photon. Multi-photon states representing an increasing hierarchy of robustness are discussed. These include NOON states, M&N states and linear combinations of M&N states. A M&N state, the (N, 1) states is shown to be very useful. A method of constructing M&N states using Shrodinger kitten states is considered. Multi-photon entanglement and hyper-entanglement are combined for enhanced sensing. This combined approach permits improvement in measures of effectiveness (MOEs) like SNR, signal to interference ratio (SIR), time-on-target (TOT), Holevo bound, and system range. The combined approach yields significant improvements in resolution both by permitting an effective reduction in wavelength used for measurement as well as decreasing the related Cramer Rao lower bound. This in turn permits sensors based on these concepts to have enhanced parameter estimation capabilities. These parameters can include range, bearing and elevation. Additional enhancements are found by combining the multi-photon hyper-entangled states with the idea of a quantum network. Quantum networks are a collection of nodes that may have quantum memory. This approach can significantly reduce loss; offer noise and interference resistance; decrease measurement error; and reduce size, weight, power and costs (SWAPC) for the overall system.
机译:量子超纠缠,多光子纠缠和量子网络相结合来开发增强的传感能力。量子超纠缠是指以一种以上的自由度纠缠,例如极化,能量时间,轨道角动量(0AM)和频率。多光子纠缠通常涉及两个以上光子之间的纠缠,而超纠缠通常描述为发生在两个光子之间,称为信号光和辅助光子。讨论了代表增加的鲁棒性的多光子状态。这些包括NOON状态,M&N状态以及M&N状态的线性组合。 M&N状态(N,1)被证明是非常有用的。考虑了一种使用Shrodinger小猫状态构造M&N状态的方法。多光子纠缠和超纠缠相结合,增强了传感能力。这种组合方法可以改善有效性(MOE)的度量,例如SNR,信噪比(SIR),目标时间(TOT),Holevo界限和系统范围。通过允许有效减少用于测量的波长以及降低相关的Cramer Rao下限,组合方法可显着提高分辨率。反过来,这允许基于这些概念的传感器具有增强的参数估计功能。这些参数可以包括范围,方位角和仰角。通过将多光子超纠缠态与量子网络的思想相结合,发现了其他增强功能。量子网络是可能具有量子内存的节点的集合。这种方法可以大大减少损失;提供抗噪声和抗干扰性;减少测量误差;并减少整个系统的尺寸,重量,功耗和成本(SWAPC)。

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