RSS feeds
РусскийEnglish
Issue 4, 2024
Volume year page
Issues Authors PACS Subscription For authors

Issues

 / 

2001

 / 

July

←  →

Methodological notes


Dynamic chaos interference in Hamiltonian systems: experiment and potential radiophysics applications

 a,  b,  a
a New Information Systems and Technologies, Ltd., ul. Oktyabrskaya 7/10, Moscow, 127018, Russian Federation
b Lomonosov Moscow State University, Faculty of Physics, Leninskie Gory 1 build. 2, Moscow, 119991, Russian Federation

The sign correlation of quasiperiodic oscillations with close incommensurable frequencies forms a dynamic chaos, which interferes like noise with a single interference peak and is controlled by the delay of its constituent oscillations. This property of oscillations with incommensurable frequencies can be employed in multichannel information transfer systems to form radar reception patterns and obtain uninterrupted coherent key streams in symmetric cryptographic systems. The review of known results on the generation and properties of quasiperiodic oscillations is complemented by a description of new experiments.

Fulltext pdf (395 KB)
Fulltext is also available at DOI: 10.1070/PU2001v044n07ABEH000861
PACS: 0.3.67.Dd, 05.45.Gg, 05.45.Vx, 84.40.Xb (all)
DOI: 10.1070/PU2001v044n07ABEH000861
URL: https://ufn.ru/en/articles/2001/7/d/
000173467700004
Citation: Evdokimov N V, Komolov V P, Komolov P V "Dynamic chaos interference in Hamiltonian systems: experiment and potential radiophysics applications" Phys. Usp. 44 735–754 (2001)
BibTexBibNote ® (generic)BibNote ® (RIS)MedlineRefWorks

Оригинал: Евдокимов Н В, Комолов В П, Комолов П В «Интерференция динамического хаоса гамильтоновых систем: эксперимент и возможности радиофизических приложений» УФН 171 775–795 (2001); DOI: 10.3367/UFNr.0171.200107d.0775

References (47) Cited by (4) Similar articles (12) ↓

  1. N.V. Evdokimov, D.N. Klyshko et al “Bell’s inequalities and EPR-Bohm correlations: working classical radiofrequency model” 39 83–98 (1996)
  2. V.I. Tatarskii “Example of the description of dissipative processes in terms of reversible dynamic equations and some comments on the fluctuation-dissipation theorem” 30 134–152 (1987)
  3. A.I. Musienko, L.I. Manevich “Classical mechanical analogs of relativistic effects” 47 797–820 (2004)
  4. P.S. Landa, Ya.B. Duboshinskii “Self-oscillatory systems with high-frequency energy sources” 32 723–731 (1989)
  5. A.M. Bazuev, K.M. Bokova “Demonstration of transmission interception of modulated oscillations with a Helium-neon laser beam” 15 821–821 (1973)
  6. A.V. Borisov, I.S. Mamaev “Strange attractors in rattleback dynamics” 46 393–403 (2003)
  7. V.V. Brazhkin, R.N. Voloshin et al “Phase equilibria in partially open systems under pressure: the decomposition of stoichiometric GeO2 oxide” 46 1283–1289 (2003)
  8. Yu.L. Klimontovich “Entropy and information of open systems” 42 375–384 (1999)
  9. M.D. Bal’makov “Information capacity of condensed systems” 42 1167–1173 (1999)
  10. A. Loskutov “Dynamical chaos: systems of classical mechanics” 50 939–964 (2007)
  11. A.A. Shatskii, I.D. Novikov, N.S. Kardashev “A dynamic model of the wormhole and the Multiverse model” 51 457–464 (2008)
  12. E.A. Turov “Can the magnetoelectric effect coexist with weak piezomagnetism and ferromagnetism?” 37 303–310 (1994)

The list is formed automatically.
© 1918–2024 Uspekhi Fizicheskikh Nauk
Email: ufn@ufn.ru Editorial office contacts About the journal Terms and conditions