Simulation of the Two-Photon Young’s Experiment within the Framework of the Photon Quantum Mechanics and in the Quasi-Classical Approach in the Electric-Dipole Approximation

IF 0.8 4区 物理与天体物理 Q4 OPTICS
A. P. Davydov, T. P. Zlydneva
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引用次数: 0

Abstract

The two-photon interference appearing in a mental experiment similar to the Young’s experiment as a result of simultaneious emission of two photons by (two) independent point sources under the assumption that their radiation is described in the electric-dipole approximation in the classical electrodynamics is simulated within the framework of the photon quantum mechanics by using a six-component photon wave function in the coordinate representation and, for comparison, in the proposed “quasi-classical” approach by using the one-component photon wave function. The relevance of introduction of the photon wave function is emphasized in comparison to the concept of the photon being a “train” of real electromagnetic waves. The task of setting up new experiments that could initiate the analysis of the physical nature of quantum phenomena that occur in the physical vacuum and are formally described by the wave function in the quantum mechanics or by transition amplitudes in the quantum electrodynamics is proposed.

Abstract Image

Abstract Image

在光子量子力学和电偶极子近似的准经典方法框架内模拟双光子杨氏实验
摘要 通过使用坐标表示中的六分量光子波函数,在光子量子力学框架内模拟了类似于杨氏实验的心理实验中出现的双光子干涉,这是(两个)独立点光源同时发射两个光子的结果,假设它们的辐射在经典电动力学中用电偶极子近似描述,为了进行比较,在拟议的 "准经典 "方法中使用了单分量光子波函数。与光子是真实电磁波 "列车 "的概念相比,引入光子波函数的意义得到了强调。提出了建立新实验的任务,这些实验可以启动对物理真空中发生的量子现象的物理本质的分析,量子力学中的波函数或量子电动力学中的跃迁振幅可以对这些现象进行正式描述。
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来源期刊
Optics and Spectroscopy
Optics and Spectroscopy 物理-光谱学
CiteScore
1.60
自引率
0.00%
发文量
55
审稿时长
4.5 months
期刊介绍: Optics and Spectroscopy (Optika i spektroskopiya), founded in 1956, presents original and review papers in various fields of modern optics and spectroscopy in the entire wavelength range from radio waves to X-rays. Topics covered include problems of theoretical and experimental spectroscopy of atoms, molecules, and condensed state, lasers and the interaction of laser radiation with matter, physical and geometrical optics, holography, and physical principles of optical instrument making.
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