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Photon correlations and features of nonclassical optical fields in a squeezed vacuum state

  a, b,   a, b
a Lomonosov Moscow State University, Faculty of Physics, Leninskie Gory 1 build. 2, Moscow, 119991, Russian Federation
b Lomonosov Moscow State University, Skobeltsyn Institute of Nuclear Physics, Leninskie Gory 1 build. 2, Moscow, 119991, Russian Federation

We discuss the spatial and spectral properties of electromagnetic fields in a squeezed vacuum state and consider photon correlations in such fields. We concentrate on a bright squeezed vacuum with a large mean number of photons per mode and both spatial and frequency multimode structures. A theoretical approach based on the introduction of independent Schmidt modes and their photon operators is considered, which allows analytically correctly describing any characteristics of the squeezed field, including photon correlations, in good agreement with experiment. We present methods for controlling the mode content, degree of squeezing, and entanglement of photons of the generated squeezed light, including the scheme of a nonlinear interferometer; their advantages and applied prospects are analyzed. We discuss applied problems where squeezed nonclassical states are realized: the dispersion characteristics of media in the THz frequency range and high-precision detection of weak phase and angular perturbations based on correlations between photons.

Fulltext pdf (4.3 MB)
Fulltext is also available at DOI: 10.3367/UFNe.2022.04.039181
Keywords: quantum optics, multiphoton squeezed states of light, nonclassical electromagnetic fields, photon correlations, Schmidt modes, photon entanglement, high-precision quantum measurements
PACS: 42.50.Dv, 42.65.Lm, 42.65.Yj (all)
DOI: 10.3367/UFNe.2022.04.039181
URL: https://ufn.ru/en/articles/2023/4/c/
001099929700002
2-s2.0-85177081213
2023PhyU...66..381Z
Citation: Zakharov R V, Tikhonova O V "Photon correlations and features of nonclassical optical fields in a squeezed vacuum state" Phys. Usp. 66 381–409 (2023)
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Received: 26th, August 2021, revised: 13th, April 2022, 15th, April 2022

Оригинал: Захаров Р В, Тихонова О В «Корреляции фотонов и свойства неклассических оптических полей в состоянии сжатого вакуума» УФН 193 406–436 (2023); DOI: 10.3367/UFNr.2022.04.039181

References (167) Cited by (2) Similar articles (20) ↓

  1. O.V. Misochko “Nonclassical states of lattice excitations: squeezed and entangled phonons56 868–882 (2013)
  2. D.F. Smirnov, A.S. Troshin “New phenomena in quantum optics: photon antibunching, sub-Poisson photon statistics, and squeezed states30 851–874 (1987)
  3. Yu.V. Vladimirova, V.N. Zadkov “Quantum optics of quantum emitters in the near field of a nanoparticle65 245–269 (2022)
  4. A.P. Alodjants, D.V. Tsarev et alQuantum optical metrology”, accepted
  5. D.N. Klyshko “The nonclassical light39 573–596 (1996)
  6. D.N. Klyshko “Basic quantum mechanical concepts from the operational viewpoint41 885–922 (1998)
  7. A.V. Korzhimanov, A.A. Gonoskov et alHorizons of petawatt laser technology54 9–28 (2011)
  8. Yu.I. Vorontsov “The phase of an oscillator in quantum theory. What is it ’in reality’?45 847–868 (2002)
  9. D.N. Klyshko, A.V. Masalov “Photon noise: observation, squeezing, interpretation38 1203–1230 (1995)
  10. I.Sh. Averbukh, N.F. Perel’man “The dynamics of wave packets of highly-excited states of atoms and molecules34 (7) 572–591 (1991)
  11. A.A. Grib “Bell’s inequalities and experimental verification of quantum correlations at macroscopic distances27 284–293 (1984)
  12. S.A. Akhmanov, A.P. Sukhorukov, R.V. Khokhlov “Self-focusing and diffraction of light in a Nonlinear medium10 609–636 (1968)
  13. S.A. Akhmanov, R.V. Khokhlov “Parametric amplifiers and generators of light9 210–222 (1966)
  14. A.V. Belinskii, D.N. Klyshko “Interference of light and Bell’s theorem36 (8) 653–693 (1993)
  15. V.A. Vozhakov, M.V. Bastrakova et alState control in superconducting quantum processors65 421–439 (2022)
  16. I.V. Tyutin, I.I. Sobel’man “Induced radiative processes in quantum and classical theories6 267–278 (1963)
  17. S.V. Popruzhenko, A.M. Fedotov “Dynamics and radiation of charged particles in ultra-intense laser fields66 460–493 (2023)
  18. O.V. Butov, K.A. Tomyshev et alTilted fiber Bragg gratings and their sensing applications65 1290–1302 (2022)
  19. V.M. Mostepanenko, N.N. Trunov “The Casimir effect and its applications31 965–987 (1988)
  20. I.V. Andreev “Chromodynamics as a theory of the strong interaction29 971–979 (1986)

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