Propagation of a cos-Gaussian beam in a Kerr medium

Optics and Laser Technology

Volumn 43, Issue 3, 2011, Pages 483-487

  Chen, Ruipin ^a,b   Ni, Yongzhou ^a   Chu, Xiuxiang ^a  

^a ZHEJIANG A F UNIVERSITY   (China)

^b NANJING UNIVERSITY   (China)

Author keywords

Cos Gaussian beam; Kerr effect; Nonlinear optics

Indexed keywords

BEAM PROPAGATION FACTOR; BEAM WIDTHS; COS-GAUSSIAN BEAM; DYNAMIC PROPERTY; GAUSSIANS; KERR EFFECT; KERR MEDIA; KERR MEDIUM; KERR NONLINEARITY; MOMENTS METHOD; NUMERICAL SIMULATION; RADIAL COMPRESSION; ROOT MEAN SQUARES; SCHRDINGER EQUATIONS;

GAUSSIAN DISTRIBUTION; GAUSSIAN NOISE (ELECTRONIC); KERR MAGNETOOPTICAL EFFECT; MAGNETIC FIELD EFFECTS; NONLINEAR EQUATIONS; NONLINEAR OPTICS; OPTICAL KERR EFFECT; OPTICAL MATERIALS;

GAUSSIAN BEAMS;

EID: 78049322511     PISSN: 00303992     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.optlastec.2010.07.005     Document Type: Article

References (19)

1. LW Casperson, DG Hall, and AA Tovar Sinusoidal-Gaussian beams in complex optical systems J Opt Soc Am A 14 1997 3341 3348
2. LW Casperson, and AA Tovar Hermite-sinusoidal-Gaussian beams in complex optical systems J Opt Soc Am A 15 1998 954 961
3. AA Tovar, and LW Casperson Production and propagation of Hermite-sinusoidal-Gaussian laser beams J Opt Soc Am A 15 1998 2425 2432
4. D Zhao, H Mao, and H Liu Propagation of off-axial Hermite-cosh-Gaussian laser beams J Opt A 6 2004 77 83
5. S Yu, H Guo, X Fu, and W Hu Propagation properties of elegant Hermite-cosh-Gaussian laser beams Opt Commun 204 2002 59 66
6. B L, B Zhang, and H Ma Beam-propagation factor and mode-coherence coefficients of hyperbolic-cosine Gaussian beams Opt Lett 24 1999 640 642
7. X Chu Propagation of a cosh-Gaussian beam through an optical system in turbulent atmosphere Opt Express 15 2007 17613 17618
8. H.T. Eyyubolu, and Y Baykal Reciprocity of cos-Gaussian and cosh-Gaussian laser beams in turbulent atmosphere Opt Express 12 2004 4659 4674
9. H.T. Eyyubolu, and Y Baykal Cosine-Gaussian laser beam intensity in turbulent atmosphere Proc SPIE 5743 2004 131 141
10. HT Eyyubolu Hermite-cosine-Gaussian laser beam and its propagation characteristics in turbulent atmosphere J Opt Soc Am A 22 2005 1527 1535
11. GD Montesinos, V.M. PrezGarćia, and P Torres Stabilization of solitons of the multidimensional nonlinear Schrdinger equation: matterwave breathers Physica D 191 2004 193 210
12. VM Prez-Garćia, P Torres, and GD Montesinos The method of moments for nonlinear Schrdinger equations: theory and applications SIAM J Appl Math 67 2007 990 1015
13. JJ GarćiaRipoll, VM PrezGarćia, and P Torres Extended parametric resonances in nonlinear schrdinger systems Phys Rev Lett 83 1999 1715
14. M Centurion, MA Porter, PG Kevrekidis, and D Psaltis Nonlinearity management in optics: experiment, theory, and simulation Phys Rev Lett 97 2006 033903
15. C Pare, and PA Blanger Beam propagation in a linear or nonlinear lens-like medium using ABCD ray matrices: the method of moments Opt Quantum Electron 24 1992 S1051 S1070
16. SN Vlasov, VA Petrishchev, and VI Talanov Averaged description of wave beams in linear and nonlinear media (the method of moments) Radiophys Quantum Electron 14 1971 1062 1070
17. P Johannisson, D Anderson, M Lisak, and M Marklund Nonlinear Bessel beams Opt Commun 222 2003 107 115
18. G Fibich, and B Ilan Self-focusing of elliptic beams: an example of the failure of the aberrationless approximation J Opt Soc Am B 17 2000 1749 1758
19. G Fibich, and AL Gaeta Critical power for self-focusing in bulk media and in hollow waveguides Opt Lett 25 2000 335 337