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A new spherical aberration coefficient C4 for the Gaussian laser beam

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Języki publikacji
EN
Abstrakty
EN
Laser beam quality is related to the aberration effect. Quartic phase aberration, more commonly known as spherical aberration, can result from aberrated optical components such as beam expanding telescopes, focusing or collimating lenses, or other conventional optical elements. In general, any kind of quartic aberration will lead to increased far field beam spread, degraded laser beam focusability and increased values of the beam quality. Currently, a well established quality parameter for laser beams is the M2 factor which is proportional to the coefficient of quartic phase aberration denoted C4. In many recent papers, authors used C4 given in geometrical optics approach to evaluate the laser beam quality M2 which belongs to the Gaussian beam optics and the two disciplines are not to be confused. In this paper, we present a new mathematical set for the spherical aberration coefficient C4, especially for Gaussian beams in the context of Gaussian beam optics. A numerical analysis of a set of lenses is done to show the importance of the new C4.
Czasopismo
Rocznik
Strony
855--861
Opis fizyczny
Bibliogr. 15 poz.
Twórcy
autor
autor
autor
  • Applied Optics Laboratory, Institute of Optics and Precision Mechanics, Ferhat Abbas University, Sétif, Algeria
Bibliografia
  • [1] WEBER H., Some historical and technical aspects of beam quality, Optical and Quantum Electronics 24(9), 1992, pp. S861–S864.
  • [2] SIEGMAN A.E., RUFF J., Effects of spherical aberration on laser beam qualiy, Proceedings of SPIE 1834, 1993, pp. 130–139.
  • [3] ALDA J., Quality improvement of coherent and aberrated laser beam by using an optimum and smooth pure phase filter, Optics Communications 192(3–6), 2001, pp. 199–204.
  • [4] SIEGMAN A.E., Analysis of laser beam quality degradation caused by quartic phase aberrations, Applied Optics 32(30), 1993, pp. 5893–5901.
  • [5] MARTÍNEZ-HERRERO R., PIQUERO G., MEJÍAS P.M., Beam quality changes of radially and azimuthally polarized fields propagating through quartic phase plates, Optics Communications 281(4), 2008,pp. 756–759.
  • [6] HASNAOUI A., BENCHEIKH A., FROMAGER M., CAGNIOT E., AIT-AMEUR K., Creation of a sharper focus by using a rectified TEMp0 beam, Optics Communications 284(5), 2011, pp. 1331–1334.
  • [7] HASNAOUI A., BENCHEIKH A., AIT-AMEUR K., Tailored TEMp0 beams for large size 3-D laser prototyping, Optics and Lasers in Engineering 49(2), 2011, pp. 248–251.
  • [8] GOLUB M.A., SHURMAN V., GROSSINGER I., Extended focus diffractive optical element for Gaussian laser beams, Applied Optics 45(1), 2006, pp. 144–150.
  • [9] HERMAN R.M., WIGGINS T.A., Focusing and magnification in Gaussian beams, Applied Optics 25(15), 1986, pp. 2473–2474.
  • [10] JIXIONG PU, Focusing Gaussian beams by an annular lens with spherical aberration, Journal of Modern Optics 45(2), 1998, pp. 239–247.
  • [11] MAHAJAN V.N., Axial irradiance of a focused beam, Journal of the Optical Society of America A 22(9),2005, pp. 1814–1823.
  • [12] ZHONG Y., Focal shift in focused truncated pulsed-laser beam, Applied Optics 46(25), 2007, pp. 6454–6459.
  • [13] MAHAJAN V.N., Uniform versus Gaussian beams: A comparison of the effects of diffraction, obscuration, and aberrations, Journal of the Optical Society of America A 3(4), 1986, pp. 470–485.
  • [14] HOPKINS H., Wave Theory of Aberration, Oxford University Press, London, 1950.
  • [15] SELF S.A., Focusing of spherical Gaussian beams, Applied Optics 22(5), 1983, pp. 658–661.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPW7-0019-0044
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