Access the full text.
Sign up today, get DeepDyve free for 14 days.
A. Egorov (2012)
Theoretical and numerical analysis of propagation and scattering of eigen- and non-eigenmodes of an irregular integrated-optical waveguideQuantum Electronics, 42
(2007)
Liquid Crystals, 2nd ed
A. Bogi, S. Faetti (2001)
Elastic, dielectric and optical constants of 4'-pentyl-4-cyanobiphenylLiquid Crystals, 28
A. Yegorov (2005)
Use of waveguide light scattering for precision measurements of the statistical parameters of irregularities of integrated optical waveguide materialsOptical Engineering, 44
(2001)
Orienting E ff ect of an Electric Field on Nematic Liquid Crystals
(1972)
Light Transmission Optics (Van Nostrand Reinhold
A. Egorov (2003)
Reconstruction of the experimental autocorrelation function and determination of the parameters of the statistical roughness of a surface from laser radiation scattering in an integrated-optical waveguideQuantum Electronics, 33
R. G. Hunsperger (1984)
Integrated Optics. Theory and Technology
M. Berry (1984)
Electro-Optical and Magneto-Optical Properties of Liquid CrystalsPhysics Bulletin, 35
K. Sun, Zeyun Xiao, Shirong Lu, W. Zaja̧czkowski, W. Pisula, E. Hanssen, J. White, R. Williamson, Jegadesan Subbiah, Jianyong Ouyang, A. Holmes, Wallace Wong, D. Jones (2015)
A molecular nematic liquid crystalline material for high-performance organic photovoltaicsNature Communications, 6
S. Torgova, V. Shigorin, I. Maslyanitsyn, L. Todorova, Y. Marinov, G. Hadjichristov, A. Petrov (2014)
Electric field-induced optical second harmonic generation in nematic liquid crystal 5CBJournal of Physics: Conference Series, 558
(1975)
Integrated Optics
G. Gilardi, R. Asquini, A. d’Alessandro, G. Assanto (2010)
Widely tunable electro-optic distributed Bragg reflector in liquid crystal waveguide.Optics express, 18 11
A. Fratalocchi, G. Assanto, K. Brzdąkiewicz, M. Karpierz (2005)
Discrete light propagation and self-trapping in liquid crystals.Optics express, 13 6
(1983)
Study of the E ff ect of Pulsed - Periodic Electric Field and Linear Polarization of Laser Radiation on the NLC Waveguide Properties
A. Egorov (2012)
Numerical investigation of characteristics of laser radiation scattered in an integrated optical waveguide with three-dimensional inhomogeneitiesOptics and Spectroscopy, 112
A. Boudrioua (2010)
Optical Waveguide Theory
D. Chemla, J. Zyss (1987)
Nonlinear optical properties of organic molecules and crystals
A. A. Egorov, I. A. Maslyanitsyn, V. D. Shigorin, A. S. Ayriyan, E. A. Ayrjan (2016)
Proceedings of the 5th International Conference “Problems of Mathematical and Theoretical Physics and Mathematical Simulation” (April 5−7, 2016, Moscow, National Research Nuclear University MEPhI)
A. Ayriyan, E. Ayrjan, A. Egorov, G. Hadjichristov, Y. Marinov, I. Maslyanitsyn, A. Petrov, J. Pribis, L. Popova, V. Shigorin, A. Strigazzi, S. Torgova (2016)
Some features of second harmonic generation in the nematic liquid crystal 5CB in the pulsed-periodic electric fieldPhysics of Wave Phenomena, 24
D. Marcuse (1972)
Light Transmission Optics
Integrated-optical waveguides with a nematic liquid-crystal 4-cyano-4’-pentylbiphenyl (5CB) waveguiding layer have been investigated for different polarizations of incident laser radiation and under a pulsed-periodic electric field. A dependence of the damping coefficient of waveguide modes and the sizes of quasi-steady-state irregularities of nematic liquid-crystal layer on the linear polarization of laser radiation and the strength of pulsed-periodic field has been found experimentally. The correlation length is estimated for waveguiding layer irregularities. The waveguide scattering method has provided a resolution in correlation length exceeding the classical resolution limit by approximately an order of magnitude. The observed decrease in the damping coefficient of waveguide modes and irregularity sizes under external field is explained by the decrease in the correlation length of director fluctuations.
Physics of Wave Phenomena – Springer Journals
Published: May 30, 2018
Access the full text.
Sign up today, get DeepDyve free for 14 days.