Prof. Nataliya D. Kundikova Profile

Prof. Nataliya D. Kundikova

at South Ural State Univ

SPIE Involvement:

Author

Publications (15)

Proceedings Article | 5 March 2021 Presentation + Paper

Independent controlling of polarization states of two beams with different wavelengths

Evelina Bibikova, Nataliya Kundikova, Yurii Mukhin, Pavel Betleni

Proceedings Volume 11646, 116460F (2021) https://doi.org/10.1117/12.2577152

KEYWORDS: Polarization, Polarization control, Phase shifts, Liquid crystals, Control systems, Optical components

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Proceedings Article | 3 November 2011 Paper

Chain-like beams with phase singularity

D. Yu. Cherepko, N. Kundikova, I. Popkov, T. Alieva

Proceedings Volume 8011, 80115Y (2011) https://doi.org/10.1117/12.902110

KEYWORDS: Diffraction, Bessel beams, Zone plates, Computer simulations, Beam propagation method, Binary data, Wavefronts, Numerical simulations, Photomasks, CCD cameras

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Proceedings Article | 26 October 2011 Paper

Polarized light propagation along a helical trajectory

M. Bolshakov, A. Guseva, N. Kundikova, E. Samkova

Proceedings Volume 8011, 80114Q (2011) https://doi.org/10.1117/12.902122

KEYWORDS: Speckle pattern, Optical fibers, Radio propagation, Polarization, Multimode fibers, Refractive index, Solids, Optical spheres, Magnetism, Geometrical optics

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Proceedings Article | 21 October 2011 Paper

Effective parameters of composed polarization systems

E. Bibikova, N. Kundikova, A. Popkova, I. Popkov

Proceedings Volume 8011, 80110U (2011) https://doi.org/10.1117/12.902116

KEYWORDS: Anisotropy, Polarization, Wave plates, Phase shifts, Optical activity, Elliptical polarization, Jones vectors, Stereolithography, Absorption, Current controlled current source

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Proceedings Article | 5 June 2009 Open Access

Demonstration of spin-orbit interaction of a photon in a multimode rectilinear optical fiber

Nataliya Kundikova

Proceedings Volume 9666, 96661S (2009) https://doi.org/10.1117/12.2208087

KEYWORDS: Polarization, Multimode fibers, Optical fibers, Speckle pattern, Geometrical optics, Refractive index, Photon polarization, Beam propagation method, Mirrors, Wave propagation

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Proceedings Article | 9 December 2005 Paper

Wavelength measurement by polarization method

Nataliya Kundikova, Anastasiya Lonschakova

Proceedings Volume 6024, 60240C (2005) https://doi.org/10.1117/12.666816

KEYWORDS: Wave plates, Polarization, Mica, Phase shifts, Optical testing, Stereolithography, Light wave propagation, Temperature metrology, Semiconductor lasers, Oscilloscopes

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Proceedings Article | 9 December 2005 Paper

A method of measurement of polarized light ellipticity only

S. Asselborn, N. Kundikova, I. Novikov

Proceedings Volume 6024, 60240D (2005) https://doi.org/10.1117/12.666817

KEYWORDS: Polarization, Optical fibers, Wave plates, Multimode fibers, Speckle pattern, Crystals, Optical testing, Light wave propagation, Holograms, Signal to noise ratio

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Proceedings Article | 19 November 2003 Paper

Adjustable polarization systems

Vladimir Chirkov, Natalyia Kundikova, Lyudmila Rogacheva

Proceedings Volume 4829, (2003) https://doi.org/10.1117/12.524134

KEYWORDS: Polarization, Wave plates, Complex systems, Optical activity, Crystals, Laser crystals, Mica, Nonlinear optics, Holograms, Phase shifts

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Proceedings Article | 19 July 1999 Paper

Mutual influence of polarization and propagation of the light and symmetry of a space

Natalyia Kundikova

Proceedings Volume 3749, (1999) https://doi.org/10.1117/12.355046

KEYWORDS: Polarization, Geometrical optics, Beam propagation method, Quantum optics, Multimode fibers, Optical fibers, Nonlinear optics, Speckle pattern, Quantum mechanics, Photon polarization

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The light polarization and its process of propagation are mutually independent under a narrow light beam propagation through a homogeneous medium. But it is not correct for the case of inhomogeneous medium. The influence of the trajectory on the light polarization consists in the rotation of the polarization plane under light propagation along the nonpianar trajectory [1, 2]. The influence of the polarization on the light trajectory manifests itself under the total internal reflection. A linearly polarized reflected ray suffers a longitudinal shift [3, 4], and a circular polarized ray suffers transverse shift [5, 6]. It should be stressed that those investigations were independent and the effects were not considered as a result of manifestation of mutual influence of the polarization of the light and its propagation. For the first time professor B.Ya.Zel'dovich, dealing with the light propagation through a multimode optical fiber, has pointed out that the influence of the trajectory on light polarization and the influence of polarization on the light trajectory are mutually inverse effects [7]. On that base optical Magnus effect was predicted [711 and experimentally observed [8]. Optical Magnus effect manifests itself as a rotation of the speckle pattern of the circular polarized light transmitted through a multimode optical fiber under circular polarization sign change. In terms of quantum mechanics that effect was regarded as an interaction between orbital momentum of photon and its spin (polarization) [7]. All mentioned above effects exist in optically inhomogeneous medium. We can supposed that spin-orbit interaction of a photon manifests itself due to break down of the symmetry of a space, namely, the translation symmetry. Nevertheless, it was shown and experimentally observed that there exist influence of the polarization on the light trajectory under the light propagation through an optically homogeneous medium [9, 10]. That effect manifests itself under circular polarized light propagation through a half of lens: the focal spot of a beam suffers a transverse shift under circular polarization sign change. In that particular case the manifestation of spin-orbit interaction of a photon can be considered as a result of break down of the axial symmetry of a medium. That interpretation allows us to predict the existence of the inverse effect — the influence of the polarization on the light propagation in a homogeneous medium. Let us consider the propagation of the linear polarized light through a half of lens. The linear polarized light can be considered as a superposition of the left and right circular polarized light. According to [9, 10] the centers of gravity of the left and right circular polarized light will not coincide. Let us screen the half of the focal plane. The estimation based on the results [9] has shown that the transmitted light will be right or left elliptically polarized with degree of the ellipticity < iO. That scheme was experimentally realized. The change of the ellipticity of the correct sign was observed. The preliminary results were reported in [11]. That effect can be also considered as the geometric light depolarization.

Proceedings Article | 1 September 1996 Paper

Influence of polarization on the propagation of an asymmetrical converging light beam

N. Kundikova

Proceedings Volume 2778, 27781I (1996) https://doi.org/10.1117/12.2298936

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Proceedings Article | 20 May 1996 Paper

Space phase self-modulation of light by a photorefractive crystal in an alternating field

N. Kataevskii, Natalyia Kundikova, B. Zel'dovich, I. Naumova

Proceedings Volume 2800, (1996) https://doi.org/10.1117/12.240518

KEYWORDS: Crystals, Refractive index, Semiconductor lasers, Laser crystals, Helium neon lasers, Tin, Nonlinear crystals, Electro optics, Interferometers, Nonlinear optics

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Proceedings Article | 20 May 1996 Paper

Magnetic rotation of the speckle pattern of light transmitted through an optical fiber

M. Darscht, I. Kataevskaya, Natalyia Kundikova, B. Zel'dovich

Proceedings Volume 2800, (1996) https://doi.org/10.1117/12.240513

KEYWORDS: Magnetism, Optical fibers, Polarization, Speckle, Speckle pattern, Quartz, Geometrical optics, Photography, Refractive index, Multimode fibers

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Proceedings Article | 6 May 1996 Paper

Adjustable polarization systems

M. Darscht, Natalyia Kundikova, B. Zel'dovich

Proceedings Volume 2799, (1996) https://doi.org/10.1117/12.239861

KEYWORDS: Polarization, Dielectric polarization, Wave plates, Birefringence, Optical activity, Complex systems, Nonlinear optics, Active optics, Wave propagation, Jones vectors

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