利用光子分布测量参量下转换的施密特数

IF 4.2 Q2 QUANTUM SCIENCE & TECHNOLOGY
L. Cohen, E. S. Matekole, Y. Pilnyak, D. Istrati, Jonathan P. Dowling, H. Eisenberg
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引用次数: 0

摘要

施密特数量化了模式的数量,主要用于衡量纠缠的质量。我们从理论上计算了具有任意施密特数的I型自发参量下转换(SPDC)的光子分布。光子分布被用于测量施密特数的一种新方法。这种方法只需要两个开关式单光子探测器,没有光子数或时间分辨率。该方法适用于高光子数不可忽略的强泵浦状态。我们通过实验证明了II型SPDC的方法。施密特数的简单快速测量具有广泛的应用,从强泵浦SPDC和纠缠源的校准到多光子量子干涉和高斯玻色子采样。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Measuring the Schmidt number of parametric down conversion by exploiting photon distribution
The Schmidt number quantifies the number of modes and is mainly used as a measure for the quality of entanglement. We theoretically compute the photon distribution of type-I spontaneous parametric down conversion (SPDC) with an arbitrary Schmidt number. The photon distribution is used for a novel method to measure the Schmidt number. This method requires only two on–off single-photon detectors with no photon number or temporal resolution. The method works in the strong pumping regime where high photon numbers are non-negligible. We experimentally demonstrate the method for type-II SPDC. The easy and fast measurement of the Schmidt number has a broad range of applications from the calibration of strong pump SPDC and entanglement sources to multi-photon quantum interference and Gaussian boson sampling.
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CiteScore
9.90
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