Optoelectronics Letters, Volume. 18, Issue 5, 283(2022)
Numerical simulation for symmetric diffraction patterns of 8-hydroxyquinolin-1-ium 4-aminobenzenesulfonate
[1] [1] KARIMZADEH R. Spatial self-phase modulation of a laser beam propagating through liquids with self-induced natural convection flow[J]. Journal of optics, 2002, 14:095701.
[2] [2] MAJLES A M H, AKHERATDOOST H, KOUSHKI E. Self-diffraction and high nonlinear optical properties of carbon nanotubes under CW and pulsed laser illumination[J]. Journal of molecular liquids, 2015, 206:4 -9.
[3] [3] ELIAS R S, HASSAN Q M A, SULTAN H A, et al. Thermal nonlinearities for three curcuminoids measured by diffraction ring patterns and Z-scan under visible CW laser illumination[J]. Optics & laser technology, 2018, 107:131-141.
[4] [4] ZIDAN M D, Al-KTAIFANI M M, EL-DAHER M S, et al. Diffraction ring patterns and nonlinear measurements of the tris(2′,2-bipyridyl) iron(II) tetrafluoroborate[J]. Optics & laser technology, 2020, 131:106449.
[5] [5] CALLEN W R, HUTH B G, PANTELL R H. Optical patterns of thermally self-defocused light[J]. Applied physics letters, 1967, 11:103-105.
[6] [6] VILLAFRANCA A B, SARAYANAMUTTU K. Diffraction rings due to spatial self-phase modulation in a photopolymerizable medium[J]. Journal of optics A-pure and applied optics, 2009, 11:125202.
[7] [7] ZAMIR A Z, KARIMZADEH R, MANSOUR N. Thermo- optic properties and nonlinear responses of copper nanoparticles in polysiloxane oil[J]. Journal of optics, 2010, 12:035212.
[8] [8] PILLA V, MUNIN E, GESUALDI M R R. Measurement of the thermo-optic coefficient in liquids by laser-induced conical diffraction and thermal lens techniques[J]. Journal of optics A-pure and applied optics, 2009, 11:105201.
[9] [9] MAO Z, QIAO L, HE F, et al. Thermal-induced nonlinear optical characteristics of ethanol solution doped with silver nanoparticles[J]. Chinese optics letters, 2009, 7: 949-952.
[10] [10] NEUPANE T, TABIBI B, SEO F J. Spatial self-phase modulation in WS2 and MoS2 atomic layers[J]. Optical materials express, 2020, 10:831-842.
[11] [11] ZHANG Q, CHENG X, ZHAN Y, et al. Optical limiting using spatial self-phase modulation in hot atomic sample[J]. Optics & laser technology, 2017, 88:54-60.
[12] [12] MAJLES A M H, SALMANI S, ESMAEILZADEH M, et al. Optical characterization of Erioglaucine using Z-scan technique, beam radius variations and diffraction pattern in far-field[J]. Current applied physics, 2009, 9: 885-889.
[13] [13] KOUSHKI E, FARZANEH A, MOUSAVI S H. Closed aperture Z-scan technique using the Fresnel-Kirchhoff diffraction theory for materials with high nonlinear refractions[J]. Applied physics B, lasers and optics, 2010, 99:565-570.
[14] [14] ZIDAN M D, ARFAN A, EL-DAHER M S, et al. Synthesis and diffraction ring patterns of 8-hydroxy quinolin-1-ium4-amino-benzenesulfonate[J]. Optik, 2021, 223: 167439.
[15] [15] ZIDAN M D, ALLAF A W, ALLAHHAM A, et al. Nonlinear optical study of chromium tetrapyrrole dicarbonyl [Cr(CO)2(Pyrrole)4] complex[J]. Optik, 2020, 200:163175.
[16] [16] GARCIA R E V, ARROYO C M L, MENDEZ O M M, et al. Far field intensity distributions due to spatial self-phase modulation of a Gaussian beam by a thin nonlocal nonlinear media[J]. Optics express, 2010, 18: 22067-22079.
[17] [17] LIAO Y, SONG C, XIANG Y, et al. Recent advances in spatial self-phase modulation with 2D materials and its applications[J]. Annalen der physik, 2020, 532:2000322-2000350.
[18] [18] DENG L, HE K, ZHOU T, et al. Formation and evolution of far-field diffraction patterns of divergent and convergent Gaussian beams passing through self-focusing and self-defocusing media[J]. Journal of optics A-pure and applied optics, 2005, 7:409-415.
Get Citation
Copy Citation Text
A. Ghanem, M. D. Zidan, M. S. EL-Daher, A. Allahham. Numerical simulation for symmetric diffraction patterns of 8-hydroxyquinolin-1-ium 4-aminobenzenesulfonate[J]. Optoelectronics Letters, 2022, 18(5): 283
Received: Mar. 11, 2021
Accepted: Nov. 22, 2021
Published Online: Jan. 20, 2023
The Author Email: Zidan M. D. (pscientific8@aec.org.sy)