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首页> 外文期刊>Physical Review, A. Atomic, molecular, and optical physics >Entanglement-seeded, dual, optical parametric amplification: Applications to quantum imaging and metrology
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Entanglement-seeded, dual, optical parametric amplification: Applications to quantum imaging and metrology

机译:纠缠种子,双重光学参量放大:在量子成像和计量学中的应用

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摘要

The study of optical parametric amplifiers (OPAs) has been successful in describing and creating nonclassical light for use in fields such as quantum metrology and quantum lithography [Agarwal , J. Opt. Soc. Am. B 24, 2 (2007)]. In this paper we present the theory of an OPA scheme utilizing an entangled state input. The scheme involves two identical OPAs seeded with the maximally path-entangled vertical bar N00N > state (vertical bar 2,0 >+vertical bar 0,2 >)/root 2. The stimulated amplification results in output state probability amplitudes that have a dependence on the number of photons in each mode, which differs greatly from two-mode squeezed vacuum. A large family of entangled output states are found. Specific output states allow for the heralded creation of N=4 N00N states, which may be used for quantum lithography, to write sub-Rayleigh fringe patterns, and for quantum interferometry, to achieve Heisenberg-limited phase measurement sensitivity.
机译:光学参量放大器(OPA)的研究已成功地描述和创建了用于诸如量子计量学和量子光刻的领域的非经典光[Agarwal,J. Opt。 Soc。上午。 B 24,2(2007)]。在本文中,我们介绍了利用纠缠态输入的OPA方案的理论。该方案涉及两个相同的OPA,其种子最大路径缠结垂直条N00N>状态(垂直条2,0> +垂直条0,2>)/根2。受激放大导致输出状态概率振幅具有相关性。每种模式中的光子数与双模式压缩真空有很大不同。发现了一大类纠缠的输出状态。特定的输出状态允许预定义N = 4 N00N状态,可以将其用于量子光刻,写入次瑞利条纹图案以及进行量子干涉测量,以实现海森堡有限的相位测量灵敏度。

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