
浏览全部资源
扫码关注微信
中国科学技术大学光学与光学工程系,合肥 230026
何伟(1988-),男,四川南充人。博士,主要研究方向为InP基光电探测器。
王亮,教授。E-mail:lwang121@ustc.edu.cn
纸质出版日期:2023-06-10,
收稿日期:2022-08-01,
修回日期:2022-08-21,
扫 描 看 全 文
何伟,蒋忠君,陈经纬,等.基于有效折射率法的多层光波导模式数值分析[J].光通信研究,2023(3):60-65.
He W, Jiang Z J, Chen J W, et al. Numerical Analysis of Multilayer Optical Waveguide Modes based on Effective Refractive Index Method[J]. Study on Optical Communications, 2023(3):60-65.
何伟,蒋忠君,陈经纬,等.基于有效折射率法的多层光波导模式数值分析[J].光通信研究,2023(3):60-65. DOI: 10.13756/j.gtxyj.2023.03.010.
He W, Jiang Z J, Chen J W, et al. Numerical Analysis of Multilayer Optical Waveguide Modes based on Effective Refractive Index Method[J]. Study on Optical Communications, 2023(3):60-65. DOI: 10.13756/j.gtxyj.2023.03.010.
文章针对具有实际使用价值的多层光波导计算了有损耗波导准横电(Quasi-TE)模、准横磁(Quasi-TM)模有效折射率与横电/横磁(TE/TM)模电磁场曲线分布。计算了6层损耗波导TE/TM模式,分析了多层波导模式的有效射折率和电磁场曲线分布与波导结构的内在关系,并且利用有效折射率法完成Quasi-TE/TM模式的有效折射率计算,得到了TM模式有效折射率与模式阶数非单调递减、损耗波导模式更为丰富等结论。文章的研究工作可以为实际光波导器件设计、制作及应用提供理论基础。
The effective and efficient refractive index of a multilayer optical waveguide is computed by taking into account the various order modes of the waveguide
such as the Quasi-Transverse Electric/Transverse Magnetic (Quasi-TE/TM) mode. According to the effective refractive index method
the effective refractive index of the Quasi-TE/TM mode is calculated from the electromagnetic field curve distribution calculated for each mode in the 6-layer loss optical waveguide compute the effective refractive index each order of TE/TM mdes. Further
we analyze the dependence of the waveguide properties on the structure. We conclude that the mode effective refractive index and mode order do not decrease monotonicallythe lossy waveguide mode is more prevalent. The research work in this paper can be used as the theoretical basis for the design
fabrication and application of practical optical waveguide devices.
有效折射率法色散方程多层光波导准横电/横磁模
effective refractive index methoddispersion equationmultilayer optical waveguidesQuasi-TE/TM mode
Magnin V, Giraudet L, Harari J, et al. Design, Optimization, and Fabrication of Side-illuminated Pin Photodetectors with High Responsivity and High Alignment Tolerance for 1.3-and 1.55-μm Wavelength Use[J]. Journal of Lightwave Technology, 2002, 20(3):477.
Umbach A, Trommer D, Steingrüber R, et al. Ultrafast, High-power 1.55 μm Side-illuminated Photodetector with Integrated Spot Size Converter[C]//Optical Fiber Communication Conference 2000. Baltimore, MD, USA: Optica, 2000:FG2.
Tee C W, Yu S F. Design and Analysis of Cylindrical Antiresonant Reflecting Optical Waveguide[J]. Journal of Lightwave Technology, 2003, 21(12):3379.
Chiang K S. Analysis of Optical Fibers by the Effective-index Method[J]. Applied Optics, 1986, 25(3):348-354.
Chilwell J, Hodgkinson I. Thin-films Field-transfer Matrix Theory of Planar Multilayer Waveguides and Reflection from Prism-loaded Waveguides[J]. JOSA A, 1984, 1(7):742-753.
Walpita L. Solutions for Planar Optical Waveguide Equations by Selecting Zero Elements in a Characteristic Matrix[J]. JOSA A, 1985, 2(4):595-602.
Kwon M S, Shin S Y. Simple and Fast Numerical Analysis of Multilayer Waveguide Modes[J]. Optics Communications, 2004, 233(1-3):119-126.
Schlereth K H, Tacke M. The Complex Propagation Constant of Multilayer Waveguides: an Algorithm for a Personal Computer[J]. IEEE Journal of Quantum Electronics, 1990, 26(4):627-630.
Hulse C A, Knoesen A. Iterative Calculation of Complex Propagation Constants of Modes in Multilayer Planar Waveguides[J]. IEEE Journal of Quantum Electronics, 1992, 28(12):2682-2684.
Gaál S B, Hoekstra H J, Lambeck PV. Determining PML Modes in 2-D Stratified Media[J]. Journal of Lightwave Technology, 2003, 21(1):293.
Hsueh W J, Lin J C. Stable and Accurate Method for Modal Analysis of Multilayer Waveguides Using a Graph Approach[J]. JOSA A, 2007, 24(3):825-830.
Kwon M S. A Numerically Stable Analysis Method for Complex Multilayer Waveguides based on Modified Transfer-matrix Equations[J]. Journal of Lightwave Technology, 2009, 27(20):4407-4414.
Wu Y D. A General Method for Analyzing Arbitrary Planar Negative-refractive-index Multilayer Slab Optical Waveguide Structures[J]. Scientific Reports, 2020, 10(1):1-11.
Kogelnik H. Theory of Optical Waveguides[M]. Guided-wave Optoelectronics, edn.:Springer, 1988:7-88.
Glytsis E N. Introduction to Slab Dielectric Waveguides[Z]. Athens: School of Electrical & Computer Engineering National Technical University of Athens,2020.
Baba T, Kokubun Y. Dispersion and Radiation Loss Characteristics of Antiresonant Reflecting Optical Waveguides-numerical Results and Analytical Expressions[J]. IEEE Journal of Quantum Electronics, 1992, 28(7):1689-1700.
Huang W, Shubair R M, Nathan A, et al. The Model Characteristics of ARROW Structures[J]. Journal of Lightwave Technology, 1992, 10(8):1015-1022.
Gehler J, Braüer A, Karthe W. Remote Coupling over 93 μm Using ARROW Waveguides in Strip Configuration[J]. Electronics Letters, 1994, 30(3):218-220.
Chen C, Berini P, Feng D, et al. Efficient and Accurate Numerical Analysis of Multilayer Planar Optical Waveguides in Lossy Anisotropic Media[J]. Optics Express, 2000, 7(8):260-272.
Sharma E K, Singh M P. Multilayer Waveguide Devices with Absorbing Layers: an Exact Analysis[J]. Journal of Optical Communications, 1993, 14(4):134-137.
0
浏览量
14
下载量
0
CSCD
关联资源
相关文章
相关作者
相关机构
鄂公网安备 42011202002092号