期刊文献+

AWG中阵列波导耦合系数的计算 被引量:2

Computation of the Coupling Coefficient for Arrayed Waveguides in an AWG
下载PDF
导出
摘要 针对阵列波导光栅 (AWG)中阵列波导耦合系数的计算问题 ,提出了基于光束传播方法 (BPM)的叠加积分方法的修正方法。将修正前、后的结果与简单叠加积分方法的结果作了分析比较 ,从而验证了修正方法的正确性。分析了阵列波导之间的耦合对耦合系数的影响 ,阵列波导间距越小 ,影响越大。 An improved overlap integral method based on the beam propagation method (BPM) is introduced to calculate the coupling coefficient to arrayed waveguides in an arrayed waveguide grating (AWG). The results obtained by the present improved method are compared with those obtained by a simple overlap integral method. The present method is validated by the comparison. The effects of the coupling between arrayed waveguides on the coupling coefficient are also analyzed. The effects become stronger when the separation between arrayed waveguides becomes smaller.
出处 《光电子.激光》 EI CAS CSCD 北大核心 2002年第7期675-678,共4页 Journal of Optoelectronics·Laser
基金 浙江省科技计划重大项目资助项目 ( 0 0 110 10 2 7)
关键词 阵列波导光栅 AWG 叠加积分方法 光束传播方法 BPM 耦合系数 Calculations Couplings Wavelength division multiplexing
  • 相关文献

参考文献9

  • 1[1]A Kaneko,T Goh,H Yamada,et al.Design and applications of silica-based planar lightwave circuits[J].IEEE Quantum Electronics,1999,5(5):1227-1236.
  • 2[2]JIA Dong-fang,YU Zhen-hong,SONG Li-jun,et al.Polarisation Insensitive Arrayed-waveguide Grating Multiplexers[J].J.of Optoelectronics*Laser(光电子*激光),2000,11(6):663-667.(in Chinese)
  • 3[3]ZHENG Xiao-ping,SHI Hong-yuan,CHEN Wen-lu,et al.Channel Selection by Arrayed-waveguide Grating[J]J.of Optoelectronics*Laser(光电子*激光),2000,11(3):235-237.(in Chinese)
  • 4[4]H Takahashi,et al.Transmission characteristics of arrayed waveguide N×N wavelength multiplexer[J].Journal of Lightwave Technology,1995,13(3):447-455.
  • 5[5]M K Smit,C V Dam.Phasar based WDM devices:principles,design and applications[J].IEEE Quantum Electron.Lett.,1996,2(2):236-250.
  • 6[6]R Scarmozzino,R M Osgood.Comparison of finite-difference and Fourier-transform solutions of the parabolic wave equation with emphasis on integrated-optics applications[J].J.Opt.Soc.Am.A,1991,8(5):724-731.
  • 7[7]R Scarmozzino,et al.Numerical techniques for modeling guided-wave photonic devices[J].IEEE Quantum Electronics,1996,6(1):150-162.
  • 8[8]G Ronald Hadley.Wide-angle beam propagation using Padé approximant operators[J].Opt.Lett.,1992,17(20):1426-1428.
  • 9[9]G A Baker.Essentials of Padé approximants[M].Academic New York,1975.

同被引文献12

  • 1TS莫斯 等.半导体光学性质[M].上海科学技术出版社,.117.
  • 2国风泰雄.光波工程[M].北京:科学出版社,2002.186.
  • 3Smit M K, Dam C V. Phasar based WDM devices:principles, design and applications. IEEE J of Select Topicsin Quantum Electron, 1996,2(2) :236 ~ 250.
  • 4Smit M K. Optical phased arrays in Integrated optics in silicon-based Aluminum oxide[Ph. D. thesis]. Delft Univ of Technol. , 1991. ch6.
  • 5Day S, Stagg J P, Moule D,et al. The elimination of side lobes in the arrayed waveguide WDM. Integrated photonics research 1996, Boston, MA, Apr. 29-May 2, 1996.48-51.
  • 6Scarmozzino R, Osgood R M. Comparison of finite-difference and Fourier-transform solutions of the parabolic wave equation with emphasis on integrated-optics applications. J Opt Soc Ant(A) , 1991,18(5) :724 -731.
  • 7Hadley G R. Wide-angh beam propagation using Pade approximant operators. Opt Lett, 1992,17 (20) : 1426 ~ 1428.
  • 8Meint K Smit. Cor Van Dam. PHASAR-based WDM-devices: Principles,design and applications[J]. IEEE Journal of Selected Topics in Quantum Electronics, 1996,2(2) :236-250.
  • 9Kendall P C, et al. Theory for calculating approximate values for the propagation constants of an optical rib waveguide by weighting the refractive indicas[J]. IEE Proceedings, 1987, 134(8) : 699-702.
  • 10ZHANHeng-zheng YANGFang-hui WANGMing-hua etal.Analysis on dispersion characteristics of fresnel waveguides[J].光电子.激光,2002,13:16-19.

引证文献2

二级引证文献2

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部