Yuri Barmenkov

Dr. Yuri Barmenkov

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Research Focus & Metrics

Academic Career Length

43Years (1984-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 January 2006 in Optics Express
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YBYuri Barmenkov
Yuri Barmenkov
DZDobryna Zalvidea
Dobryna Zalvidea
STSalvador Torres-Peiró
Salvador Torres-Peiró
JCJose Luis Cruz-Muñoz
Jose Luis Cruz-Muñoz
Miguel V. AndrésMiguel V. Andrés
Miguel V. Andrés
In this paper, we describe the properties of Fabry-Perot fiber cavity formed by two fiber Bragg gratings in terms of the grating effective length. We show that the grating effective length is determined by the group delay of the grating, which depends on its diffraction efficiency and physical length. We present a simple analytical formula for calculation of the effective length of the uniform fiber Bragg grating and the frequency separation between consecutive resonances of a Fabry-Perot cavity. Experimental results on the cavity transmission spectra for different values of the gratings’ reflectivity support the presented theory.

31 May 2007 in Laser Physics Letters
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Journal Article
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ACA D Guzman Chávez
A D Guzman Chávez
AKA V Kir'YAnov
A V Kir'YAnov
YBYuri Barmenkov
Yuri Barmenkov
NIN N Il'IChev
N N Il'IChev

1 October 2005 in Journal of the Optical Society of America B
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APAlexander Pisarchik
Alexander Pisarchik
AKAlexander V. Kir'Yanov
Alexander V. Kir'Yanov
YBYuri Barmenkov
Yuri Barmenkov
Rider Jaimes ReateguiRider Jaimes Reategui
Rider Jaimes Reategui
Optics InfoBase is the Optical Society's online library for flagship journals, partnered and copublished journals, and recent proceedings from OSA conferences.

12 September 2008 in Physical Review E
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Guillermo Huerta CuellarGuillermo Huerta Cuellar
Guillermo Huerta Cuellar
APAlexander Pisarchik
Alexander Pisarchik
YBYuri Barmenkov
Yuri Barmenkov
We demonstrate experimental evidence of noise-induced attractor hopping in a multistable fiber laser. Multistate hopping dynamics displays complex statistical properties characterized by nontrivial scalings. When hopping is encountered between two states, the dynamics of the system is characterized by the −3∕2 power law for the probability distribution of periodic windows versus their length, just as in the case of two-state on-off intermittency. A surprising noise saturation effect is found: average output noise in the hopping regime is almost independent of input noise. Such robustness of the system against external noise may be beneficial for some applications: for example, for communications with multistable systems or for designing noise-insensitive detectors.

1 January 2006 in Optics Express
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Journal Article
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AKAlexander V. Kir'YAnov
Alexander V. Kir'YAnov
YBYuri Barmenkov
Yuri Barmenkov
IMItzel Lucio Martinez
Itzel Lucio Martinez
AKAudrey S. Kurkov
Audrey S. Kurkov
EDEvgenii M. Dianov
Evgenii M. Dianov
An experimental and theoretical investigation of the nonlinear transmission coefficient in a set of Ytterbium-doped silica fibers (YFs) with various concentrations of Yb3+ ions at continuous-wave 980-nm pumping is reported. An analysis of the obtained experimental data shows that YF transmission coefficient is notably affected by the presence of Yb3+ - Yb3+ ion-pairs in the fibers, especially in heavily-doped ones. The last fact is confirmed by the study of the cooperative luminescence and absorption effects in the fibers, where a detailed inspection of their dependence on Yb3+ concentration is presented. The pairs’ effect is shown to seriously modify both the nonlinear character of YF transmission coefficient at λ = 980 nm and Yb3+ excited-state relaxation. A modeling of the experimental data is performed, which allows to find the coefficients addressing the pairs’ effect in each of YFs under study and, as a result, to fit the experimentally measured dependences of YF transmission coefficient on pump power, fiber length, and Yb3+ concentration.

30 December 2003 in Physical Review E
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APAlexander Pisarchik
Alexander Pisarchik
YBYuri Barmenkov
Yuri Barmenkov
AKA. V. Kir’yAnov
A. V. Kir’yAnov
We report on the experimental open-loop control of generalized multistability in a system with coexisting attractors. The experimental system is an erbium-doped fiber laser with pump modulation of the diode laser. We demonstrate that additional weak harmonic modulation of the diode current annihilates one or two stable limit cycles in the laser. The ability of the method to select a desired state is illustrated through a codimension-two bifurcation diagram in the parameter space of the frequency and amplitude of the control modulation. We identify main resonances on the bifurcation lines (annihilation curves) and evaluate conditions for attractor annihilation.