ISSN 0869-6632 (Online)
ISSN 2542-1905 (Print)


Cite this article as:

Kuznecov A. P., Sataev I. R., Trubeckov D. I., Seliverstova E. S. Amazing robert adler. Adler’s tube, Adler’s equation, and more. Izvestiya VUZ, 2015, vol. 23, iss. 3, pp. 3-26. DOI: https://doi.org/10.18500/0869-6632-2015-23-3-3-26

Language: 
Russian

Amazing robert adler. Adler’s tube, Adler’s equation, and more

Autors: 
Kuznecov Aleksandr Petrovich, Saratov State University
Sataev Igor Rustamovich, Saratov Branch of Kotel`nikov Institute of Radiophysics and Electronics of Russian Academy of Sciences
Trubeckov Dmitrij Ivanovich, Saratov State University
Seliverstova Ekaterina Sergeevna, Saratov State University
Abstract: 

The article is devoted to Robert Adler, the man who combined activities as theoretical physicist, an experimental physicist and engineer-inventor, the owner of more than 200 patents. Brief biographical information about this remarkable man is presented, and a more detailed presentation of the results of his two famous studies is given, known as Adler’s gated-beam tube and Adler’s equation. For those who are interested in the Adler’s contribution to acoustoelectronics, it is important to read the article Kent J., Fakeuchi M., Laux G. Robert Adler’s Touchscreen Inventions (IEEE Ultrasonics Symposium. 2007), the material which gave impetus to write this article. In addition, the original results are presented of generalization of the Adler’s equation and analysis of generalized models using modern methods of nonlinear dynamics. Download full version

DOI: 
10.18500/0869-6632-2015-23-3-3-26
References: 

1. Kent J., Fakeuchi M., Laux G. Robert Adler’s touchscreen inventions // IEEE Ultrasonics Symposium. 2007. P.9. 2. Adler R. Parametric amplification of the fast electron wave // Proc. IRE. 1958. Vol. 46, No 6. P. 1300. 3. Adler R., Hrbek G., Wade G. A low noise electron-beam parametric amplifier // Proc. IRE. 1958. Vol. 46, No 10. P.1756. 4. Adler R., Hrbek G., Wade G. The quadrupole amplifier a low noise parametric device // Proc. IRE. 1959. Vol. 47. P.1713. 5. Adler R.A. Study of locking phenomena in oscillators // Proc. IRE. 1946. Vol. 34, June. P. 351. 6. Louisell William. Coupled Mode and Parametric Electronics. New York, Willey, 1960. 7. Lopukhin V.M., Roshal’ A.S. Electron-beam transverse-wave parametric amplifiers of the transverse waves // Phys. Usp. 1965. Vol. 85. P. 297. 8. Lopukhin V.M., Magalinskii V.B., Martynov V.P., Roshal’ A.S. Noise and parametric phenomena in high-frequency electronic devices. M.: Nauka, 1966 (in Russian) 9. Lopukhin V.M.,Roshal A.S. Electron-beam parametric amplifiers. М.: Sov. Radio, 1968 (in Russian). 10. Shevchik V.N., Trubetskov D.I. Analytical calculation methods in microwave electronics M.: Sov. Radio, 1970 (in Russian). 11. Vanke V.A. Transverse electron-beam waves for microwave electronics // Phys. Usp. 2005. Vol. 48. P. 917. 12. Johnson C.C. Theory of fast-wave parametric amplification // J. Appl. Phys. Vol. 31, No 2. P. 338. 13. Trubetskov D.I. Sunchronization: scientist and hronology. Lectures on scholes «Nonlinear Days in Saratov for Younges.» Book 2. Saratov: Izd. Gos. UNTs «Kolledg», 2006. 112 s. (In Russian) 14. Pikovsky A., Rosenblum M., Kurths J. Synchronization: A Universal Concept in Nonlinear Sciences. Cambridge university press, 2001. 432 p. 15. Ivanchenko M., Osipov G., Shalfeev V., Kurths J. Synchronization of two non-scalar-coupled limit-cycle oscillators // Physica D. 2004. Vol. 189, No 1–2. P. 8. 16. Rand R., Holmes P.J. Bifurcation of periodic motions in two weakly coupled van der Pol oscillators // Int. J. Non-Linear Mechanics. 1980. Vol. 15. P. 387. 17. Kuznetsov A.P., Stankevich N.V., Turukina L.V. Coupled van der Pol and van der Pol–Duffing oscillators: Dynamics of phase and computer simulation // Izvestiya VUZ. Applied Nonlinear Dynamics // 2008. Vol. 16, No 4. P. 101 (in Russian). 18. Kuznetsov A.P., Stankevich N.V., Turukina L.V. Coupled van der Pol–Duffing oscillators: Phase dynamics and structure of synchronization tongues // Physica D. 2009.Vol. 238, No 14. P. 1203. 19. Landa P.S. Self-Oscillations in Systems with Finite Number of Degrees of Freedom. Moscow: Nauka, 1980. 360 p. (In Russian). 20. Wiesenfeld K, Colet P., Strogatz S.H. Synchronization Transitions in a Disordered Josephson Series Array // Phys. Rev. Lett. 1996. Vol. 76, No 3. P. 404. 21. Valkering T.P., Hooijer1 C.L.A., Kroon M.F. Dynamics of two capacitively coupled Josephson junctions in the overdamped limit // Physica D. 2009. Vol. 135. P. 137. 22. Vlasov V., Pikovsky A. Synchronization of a Josephson junction array in terms of global variables // Phys. Rev. 2013. Vol. 88. P.022908 23. Emelianova Yu.P., Kuznetsov A.P., Sataev I.R., Turukina L.V. Synchronization and multi-frequency oscillations in the low-dimensional chain of the self-oscillators // Physica D. 2013. Vol. 244, No 1. P. 36.

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