pp. 2025-2046 | Article Number: iejme.2016.180
Published Online: September 01, 2016
Article Views: 316 | Article Download: 308
Pursuant to the well-known theory of electromagnetic waves propagation in isotropic and anisotropic crystals, rigorous calculation of beam propagation in a system consisting of several anisotropic crystals, results in cumbersome expressions that are not suitable for engineering calculations and do not provide the possibility to study general properties of the two-component crystal-optical lenses. The authors developed an effective method of calculating propagation of electromagnetic waves through the two-component crystal-optical lenses based on uniaxial Iceland spar crystals with different orientations of the optical axes of the crystals in the lens components. Using a narrow beam method (paraxial approximation), the authors obtained an expression describing propagation of electromagnetic waves at the output of the two-component crystal-optical lenses. Based on the developed technique, propagation of electromagnetic waves through each section of crystal-optical lenses was calculated; the authors obtained expressions that are suitable for the analysis of properties in these systems as well as for engineering calculations. The paper presents a comprehensive experimental study of crystal-optical lenses in a split mode of electromagnetic waves at the output of crystal-optical lenses. Research results showed significant agreement between the results of calculations by formulas and experimental data.
Keywords: Optical system; anisotropic crystals; double-focus lenses; paraxial approximation; Iceland spar
Alferov, S. V. (2014) Experimental generation of the longitudinal electric field component on the optical axis with high-numerical-aperture binary axicons. Proceedings of the Optical Technologies for Telecommunications, 9533, 95330A-95330D-6.
Arminjon, M. & Reifler, F. (2013) Equivalent Forms of Dirac Equations in Curved Space-time Generalized de Broglie Relations. Brazilian Journal of Physics, 43(2), 64-77.
Barkovskii, L. M. & Borzdov, G. N. (1975). Electromagnetic waves in absorbing plane-layered anisotropic and gyrotropic media. Journal of Applied Spectroscopy, 23(1), 985-991.
Bazykin, S. (2014) Information measuring systems based on interferenometers. Penza: PSU. 132p.
Born, M. & Wolf, R. (1997) Principles of Optics. Cambridge: Cambridge Univ. Press. 987p.
Boyd, R. W. (2008) Nonlinear Optics. Nonlinear Optics. New York: Academic Press Inc. 620p.
Cattoor, R., Hönninger, I., Tondusson, M., Veber, P., Kalkandjiev, T., Rytz, D., Canion, L. & Eichhorn, M. (2014) Wavelength dependence of the orientation of optic axes in KGW. Applied Physics B, 116(4), 831-836.
Chang, W. (2005) Principles of lasers and optics. New York: Cambridge University Press. 262p.
Demtröder, W. (2013) Laser spectroscopy: basic concepts and instrumentation. Berlin: Springer Science & Business Media. 237p.
Fabrizio, D. & Rinaldi, D. (2015) Mechanical and Optical Properties of Anisotropic Single-Crystal Prisms. Journal of Elasticity, 120, 197-224.
Frieden, B. R. (2012). Probability, statistical optics, and data testing. New York: Dover Publications. 280p.
Harris, S. E. (1963) Conversion of fm light to am light using birefringent crystals. Appl. Phys. Lett., 2(3), 47-49
Khonina, S. N. (2013) Experimental demonstration of the generation of the longitudinal E-field component on the optical axis with high numerical – apertures binary axioms illuminated by linearly and circularly polarized beams. Journal of Optics, 15(8), 85704-85712
Khonina, S. N., Karpeev, S. V., Alferov, S. V. (2012) Polarization converter for higher-order laser beams using a single binary diffractive optical element as beamsplitter. Opt.Lett., 37(12), 2385-2387.
Konoshonkin, A. V., Kustova, N. V., Borovoi, A. G.. (2015) Beam-splitting code for light scattering by ice crystal particles within geometric-optics approximation. Journal of Quantitative Spectroscopy and Radiative Transfer, 164, 175-183.
Mayer, V. V. (2007) Total internal reflection of light. Educational research. Moscow: FIZMATLIT. 160p.
Osipov, Y. (1973) Polarized lenses with binary structure. Optical-mechanical industry 5, 5-7.
Porfiriyev, L. F. (2013) Fundamentals of signal transformation theory in optical-electronic systems. St. Petersburg: Lan. 387p.
Savin, A. V., Zubova, E. A. and Manevitch, L. I. (2005) Survival condition for low-frequency quasi-one-dimensional breathers in a two-dimensional strongly anisotropic crystal. Physical Review 71, 224-303.
Singh, B. K., Chaudhari, M. K., and Pandey, P. C. (2016) Photonic and Omnidirectional Band Gap Engineering in One-Dimensional Photonic Crystals Consisting of Linearly Graded Index Material. Journal of Lightwave Technology, 34(10), 2431-2438.
Tarasov, V. V., Torshina, I. P., Yakushenkov, Y. G. (2014) Current problems in optical engineering. Modern optical engineering problems. Moscow: MIIGAiK, 224 p.
Yang, J., Kim, G. H., Lee, B., Sall, E. G., Chizhov, S. A., Yashin, V. E., Kang U. (2015) Investigation of Thermooptical Effects in a High-brightness Yb:KGW Laser. Proceedings of 2015 Conference on Lasers and Electro-Optics Pacific Rim, 2, 1-2.