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介质反射光栅中多层膜计算的研究

Analysis on multilayer calculation of dielectric reflection gratings
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摘要 介绍了采用增强透射矩阵进行计算的严格耦合波方法,将这种方法应用到介质反射光栅的多层膜计算中。通过与商用软件计算结果的对比,证明这种计算方法的计算结果是准确可信的。与已有的计算方法比较,该方法简化了介质反射光栅的计算工作。 Stable implementation of the rigorous coupled-wave analysis for surface-relief gratings, enhanced transmittance matrix approach, is presented. This method is applied to the calculation of dielectric reflection gratings. The calculating result is precise and credible. Comparing with the existed method, this analyse dramatically simplifies the simulation process.
作者 严晖 顾培夫
出处 《光学仪器》 2006年第4期27-30,共4页 Optical Instruments
关键词 介质反射光栅 严格耦合波方法 增强透射矩阵 多层介质膜 dielectric reflection gratings rigorous coupled wave analysis enhanced transmittance matrix multilayer dielectric
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参考文献8

  • 1Loewen E G,Popov E.Diffraction Gratings and Application[M].Oxford:Marcel Dekker Inc.,1997.10~11.
  • 2Perry M D,Mourou G.Terrawatt to petawatt subpicosecond lasers[J].Science,1994,264(5161):917~924.
  • 3Shore B W,Perry M D,Britten J A,et al..Design of high-efficiency dielectric reflection gratings[J].JOSA A,1995,14(5):1124~1136.
  • 4Moharam M G,Grann E B,Pommet D A,et al..Formulation for stable and efficient implementation of the rigorous coupled-wave analysis of binary gratings[J].JOSA A,1995,12(5):1068~1076.
  • 5Moharam M G,Pommet D A,Grann E B,et al..Stable implementation of the rigorous coupled-wave analysis for surface-relief gratings:enhanced transmittance matrix approach[J].JOSA A,1995,12(5):1077~1086.
  • 6Li L.Bremmer series,R-matrix propagation algorithm,and numerical modeling of diffraction gratings[J].JOSA A,1994,11(4):2829~2836.
  • 7Li L.Multilayer modal method for diffraction gratings of arbitrary profile,depth,and permittivity[J].JOSA A,1993,10(6):2581~2591.
  • 8Cousins A K,Gottschalk S C.Application of the impedance formalism to diffraction gratings with multiple coating layers[J].Applied Optics,1990,29(28):4268~4271.

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