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非线性平板光波导中TM波的网络分析(英文)

ANALYSIS OF TM WAVES GUIDED BY NONLINEAR PLANAR OPTICAL WAVEGUIDE BASED ON NETWORK METHOD
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摘要 用横向等效网络方法分析了非线性平板波导中TM的色散关系和场分布 这种方法基于传输线理论 ,把非线性介质波导中复杂的电磁场问题等效于电路网络问题 ,用横向谐振技术得到色散方程 This paper uses the transversal equivalent network method for calculating the dispersion relations and field distributions of stationary nonlinear TM waves guided,by optical planar waveguides with intensity dependent permittivities.In this method,the electromagnetic field problem of nonlinear dielectric waveguide is equivalent to network problem by using the transmission line theory,the governing Eigen equation is then obtained by the transversal resonance technique.The numerical results for TM waves guided by a three layer nonlinear waveguide have been presented for different mechanisms of the nonlinearity.
作者 周金芳
出处 《光子学报》 EI CAS CSCD 北大核心 2002年第10期1209-1212,共4页 Acta Photonica Sinica
关键词 非线性平板光波导 TM波 网络分析 传输线理论 横向谐振 色散方程 场分布 Transmission line theory Nonlinear waveguides Transversal resonant technique TM modes
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参考文献7

  • 1Ogusu K.TM waves guided by nonlinear planar waveguide.IEEE Trans Microwave Theory Tech,1989,37(6):941~946
  • 2Boardman A D,Egan P.Optically nonlinear waves in thin films.IEEE J Quantum Electron,1986,QE-22(2):319~324
  • 3Boardman A D,Twardowski T.Transverse-electric and transverse-magnetic waves in nonlinear isotropic waveguides.Phys Rev (A),1989,39(5):2481~2492
  • 4Leung K M.p-polarized nonlinear surface polaritons in materials with intensity-dependent dielectric functions.Phys Rev (B),1985,32(8):5093~5101
  • 5Ogusu K.Computer analysis of general nonlinear planar waveguides.Opt Commun,1987,64(5):425~438
  • 6Stegeman G I,Wright E M,Seaton C T,et al.Nonlinear slab guided waves in non-Kerr-like media.IEEE J Quantum Electron,1986,QE-22(6):977~983
  • 7Zhang X M,Wang C J,Chen K S.Equivalent network approach for a general nonlinear planar optical waveguide.Opt Commun,1996,128(1-3):15~18

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