量子纠缠的重要性

IF 0.9 Q4 PHYSICS, APPLIED MOMENTO-Revista de Fisica Pub Date : 2023-01-02 DOI:10.15446/mo.n66.106560
J. Mahecha-Gómez, H. Vinck-Posada
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引用次数: 0

摘要

电子具有二元本征性质(自旋“向上”和“向下”),并且可以具有二元位移(向右或向左移动)。它的旋转可以是这两者的结合,也可以有这两者的组合。它也可以形成四对(内在性质,运动):左上,右上,左下,右下。甚至这四种可能性的组合,这就是量子纠缠的一个例子。类似地,光子具有二元固有性质,即偏振。约翰·克劳瑟和阿兰·阿斯佩通过实验观察到,光子对可以处于与其偏振态形成的量子纠缠态。第三位2022年诺贝尔物理学奖获得者安东·塞林格与上述研究人员一起,通过实验证明了量子纠缠适用于信息和量子通信。这些应用,连同量子计算、量子计量、量子显微镜和其他技术,被称为“第二次量子革命”。
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Importance of quantum entanglement
An electron has a binary intrinsic property (spin “up” and “down”) and can have binary shifts (move to the right or left). Its spin can be combination of these two, and can have moves that can be combinations of those two. It can also be formed four pairs (intrinsic property, motion): up-left, up-right, down-left, down right. Even combinations of these four possibilities, which is an example of quantum entanglement. Similarly, photons have a binary intrinsic property, polarization. John Clauser and Alain Aspect experimentally observed that photon pairs can be in quantum entangled states formed with their polarization states. The third 2022 Nobel laureate in physics, along with the above researchers, Anton Zeilinger, experimentally demonstrated that quantum entanglement is applicable in information and quantum communication. Such applications, along with the quantum computing, quantum metrology, quantum microscopy, and others technologies, are called the “second quantum revolution”.
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来源期刊
MOMENTO-Revista de Fisica
MOMENTO-Revista de Fisica PHYSICS, APPLIED-
CiteScore
1.10
自引率
37.50%
发文量
12
审稿时长
12 weeks
期刊最新文献
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