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Mapping and violating Bell inequality with entangled photons

机译:纠缠和纠缠贝尔的不等式

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In 1964, J. Bell introduced an inequality that stated a mathematical bound for any physical system that holds both locality and realism; if we violate this inequality, it is clear that we have to reconsider the previous statement. In our work, we report an experimental activity with photons suitable for undergraduate students that makes them question these naive ideas of nature's behavior. With a pre-aligned setup, our students tested and violated Bell's inequality in a two-hour laboratory session, using two distant photons entangled in polarization. In addition, complementing an educational approach to this phenomenon, the usually called S function, that quantifies correlations, was mapped using different detection angles in one of the two locations. In particular, a more complete picture of the S function, allow us to identify the initial state of light. We show in this work that it is possible for undergraduate students to question some of our common sense ideas of nature using experiments with photons.
机译:1964年,J。Bell提出了一个不等式,该不等式说明了同时具有局域性和现实性的任何物理系统的数学界限。如果我们违反了这种不平等,很明显,我们必须重新考虑前面的陈述。在我们的工作中,我们报告了一种适合大学生的光子实验活动,这使他们质疑自然行为的这些天真观念。通过预先对齐的设置,我们的学生在两个小时的实验室会议中使用两个纠缠在一起的遥远光子测试并克服了贝尔的不等式。此外,作为对此现象的教育方法的补充,通常在两个位置之一中使用不同的检测角度来映射通常称为S函数(用于量化相关性)。特别是,更完整的S函数图使我们能够识别光的初始状态。我们在这项工作中表明,利用光子实验,大学生有可能质疑我们对自然的一些常识性观念。

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