PHASE EFFECTS ON COHERENT ANTI-STOKES RAMAN SCATTERING
Abstract
Coherent anti-Stokes Raman light scattering is investigated in the constant intensity approximation. It is shown that in the nonlinear optical process of scattering the frequency of an intense light wave, it is important to take into account the effects of self-action and cross-interaction, which have a direct effect on the optimal phase relationship between the interacting waves. The spatial behavior of the intensity of the coherent anti-Stokes wave and the phase of both the pump wave and the anti-Stokes component is investigated. As a result of nonlinear interaction of waves, the period of spatial beats changes. The intensity of the antiStokes scattering component is considered as a function of the phase mismatch, the intensities of the pump and the Stokes wave. According to the obtained analytical expressions, the choice of the optimal parameters of the process makes it possible to implement the regime of efficient generation of the anti-Stokes scattering component. The process of generation of the anti-Stokes component of coherent scattering in an optical fiber is compared with the case of generation in a bulk medium. By varying the pump intensity, one can control the intensity of the output coherent radiation of the anti-Stokes component.
About the Authors
R. J. KasumovaAzerbaijan
Baku, 370148
N. V. Kerimli
Azerbaijan
Baku, 370148
G. A. Safarova
Azerbaijan
Baku, 370148
References
1. A. P. Zhevlakov, V. Bespalov, V. V. Elizarov, A. S. Grishkanich, S. V. Kascheev, E. A. Makarov,
2. S. A. Bogoslovsky, A. A. Il’inskiy. SPIE Remote Sensing – Int. Soc. Opt. and Photon., 9245 (2014)
3. U-92451U-7
4. R. Cannon, F. Aminzadeh. SPE Digital Energy Conference and Exibition Held in the Woodlands,
5. Texas, USA, 5–7 March 2013, Paper SPE 163688 (2013) 1—10
6. A. Bukhamsin, R. Horne. SPE Ann. Tech. Conference and Exibition Held in Amsterdam, the Netherlands, 27–29 October 2014, Paper SPE 170679-MS (2014) 1—19
7. И. Р. Шен. Принципы нелинейной оптики, Москва, Наука (1989) [Y. R. Shen. Principles of Nonlinear Optics, Wiley, New York (1984)]
8. W. M. Tolles, J. W. Nibler, J. R. McDonald, A. B. Harvey. Appl. Spectrosc., 31, N 4 (1977) 253—271
9. Д. А. Акимов, С. О. Коноров, М. В. Алфимов, А. А. Иванов, В. И. Белоглазов, Н. Б. Скибина,
10. А. Б. Федотов, Д. А. Сидоров-Бирюков, А. Н. Петров, А. М. Желтиков. Квант. электрон., 34, № 5
11. (2004) 473—476 [D. A. Akimov, S. O. Konorov, M. V. Alfimov, A. A. Ivanov, V. I. Beloglazov,
12. N. B. Skibina, A. B. Fedotov, D. A. Sidorov-Biryukov, A. N. Petrov, A. M. Zheltikov. Quantum Electron., 34, N 5 (2004) 473—476]
13. N. Vermeulen, C. Debaes, H. Thienpont. IEEE J. Quantum Electron., 44, N 12 (2009) 1248—1255
14. R. J. Kasumova. Appl. Opt., 40, N 28 (2001) 5517—5521
15. Р. Дж. Касумова. Журн. прикл. спектр., 68, N 5 (2001) 577—580 [R. J. Kasumova. J. Appl. Spectr.,
16. , N 5 (2001) 577—580]
17. Н. Бломберген. Нелинейная оптика, Москва, Мир (1966) [N. Blombergen. Nonlinear Optics,
18. W. A. Benjamin, Inc. New York-Amsterdam (1965)]
19. В. С. Бутылкин, В. Г. Венкин, В. П. Протасов, П. С. Фишер, Ю. Г. Хронопуло, М. Ф. Шаляев. ЖЭТФ, 70 (1975) 829—839
20. З. Х. Тагиев, А. С. Чиркин. ЖЭТФ, 73 (1977) 1271 [Z. H. Tagiev, A. S. Chirkin. Zh. Eksp. Teor.
21. Fiz., 46, N 4 (1977) 669—675]
22. Z. H. Tagiev, R. J. Kasumova, R. A. Salmanova, N. V. Kerimova. J. Opt. B: Quantum Sem. Opt., 3
23. (2001) 84—87
24. Z. H. Tagiev, R. J. Kasumova. Opt. Commun., 261 (2006) 258—265
25. William K. Bischel, Mark J. Dyer. J. Opt. Soc. Am. B, 3, N 5 (1986) 677—682
26. R. W. Boyd. Nonlinear Optica, New York, Academic Press (2008)
27. Г. Агравал. Нелинейная волоконная оптика, Москва, Мир (1996) [G. Agrawal. Nonlinear Fiber
28. Optics, Academic, San-Diego, CA (1995)]
Review
For citations:
Kasumova R.J., Kerimli N.V., Safarova G.A. PHASE EFFECTS ON COHERENT ANTI-STOKES RAMAN SCATTERING. Zhurnal Prikladnoii Spektroskopii. 2021;88(1):17-24. (In Russ.)