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混合应变多量子阱实现折射率变化低偏振相关的理论分析

Theoretical Analysis on Polarization Dependence of Refractive Index Change of Mixed Strain Multiple Quantum Well
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摘要 考虑温度变化和载流子注入阱间分布不均匀性,给出求解量子阱材料折射率变化的理论分析模型。分析了量子阱应变量大小、阱宽、垒区材料组分和注入载流子浓度对TE模和TM模折射率变化的影响。设计出折射率变化低偏振相关的混合应变多量子阱结构,在0~40℃的温度范围,其折射率变化量在1 530~1 570nm波长范围内具有较大数值(6×10^-3),且具有低的偏振相关性;当载流子浓度从1×10^24 m-3增大到3×10^24 m-3时,其折射率变化量在增大的同时,仍可在一定温度下保持低偏振相关。 Carrier-induced refractive index change is the work mechanism of many optical communication devices,such as optical switches,wavelength converters.It is also an important parameter of semiconductor lasers and semiconductor optical amplifiers.When injected carrier concentration and ambient temperature change,the operating temperature of active region of these devices changes too.In optical fiber communications,several factors influence the polarization states of signal light randomly.To acquire good operating performances in actual applications,it is necessary to make the refractive index change insensitive to the polarization state when active region temperature changes.In this paper,the theoretical model of solving refractive index change of quantum well is given out,which takes into account the temperature variation as well as the nonuniform distribution of injected carrier in multiple quantum well(MQW).The influences of strain,well width,barrier material component and injected carrier concentration on the refractive index changes of TE mode and TM mode in quantum well are analyzed.A mixed strain MQW with polarization insensitivity of refractive index change has been designed.The refractive index change of this MQW has a large value(6×10-3)when wavelength varies from 1 530 nm to 1 570 nm as temperature varies from 0 ℃to 40 ℃,meanwhile it is insensitive to the polarization state.When the injected carrier concentration increases from 1×1024 m-3 to 3×1024 m-3,the refractive index change not only increases but also keeps low polarization dependence in a certain temperature.
出处 《光学与光电技术》 2016年第2期64-69,共6页 Optics & Optoelectronic Technology
基金 国家自然科学基金(60877039)资助项目
关键词 多量子阱 混合应变 折射率变化 载流子导引 偏振相关 multiple quantum well mixed strain refractive index change carrier-induced polarization dependence
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参考文献15

  • 1Yokoyama M, Ichikawa O, Osada T. Ultra-small, low-crosstalk, electrically-driven InGaAsP photonic- wire optical switches on HI-V CMOS photonics plat- form[C]//Optical Fiber Communications Conference and Exhibition (OFC), San Francisco, CA, 9-13 March 2014. San Francisco, CA: IEEE, 2014.
  • 2Shaochun Cao, Liping Sun, Savoie M. 2 X 2 MMI- MZI GaAs-GaA1As Carrier-Injection Optical Switch [ C]//Photonics Society Summer Topical Meeting Serices, Playa del Carmen, 19-21 July 2010. Playa del Carmen: IEEE, 2010.
  • 3Wong H Y. Monolithically integrated InGaAs-A1GaI- nAs Mach-Zehnder interferometer optical switch u- sing quantum-well intermixing[J]. Photonics Tech- nology Letters, IEEE, 2005, 17(4).. 783-785.
  • 4Kang J M, Lee S H, Kim JY, etal. Theoretical in- vestigation of the input power dynamic range en- hancement of XPM wavelength converter using a CW holding beam[J]. Optical and Quantum Electronics, Springer US, 2009, 41(5): 349-362.
  • 5Connelly M J. Modeling of nonlinear polarization ro- tation in tensile-strained semiconductor optical ampli- fiers using Mueller matrices and carrier density in- duced refractive index change caleulations[J]. Optics Communications, Elsevier, 2013, 308.. 70-73.
  • 6Walmsley M, Abram R. Carrier dynamics model of fast refractive index changes in semiconductor laser amplifiers [J ]. Optoelectronics, IEE Proceedings, 1997, 144(4).. 189-196.
  • 7Shin S, Su C B. Strong increase of the derivative of the carrier-induced index change of semiconductor la- sers at low injected carrier density[J]. Photonics Technology Letters, IEEE, 1993, 5(9): 981-983.
  • 8Wenzel H, Erbert G, Enders P M. Improved theory of the refractive-index change in quantum-well lasers [J]. IEEE Journal Selected Topics in Quantum Elec- tronics, 1999, 5(3): 637-642.
  • 9Bennett B R, Sorer R A, Del Alamo J A. Carrier-in- duced change in refractive index of InP, GaAs and In- GaAsP[J]. IEEE Journal Selected Topics in Quan- tum Electronics, 1990, 26(1) : 113-122.
  • 10Frank Stern. Dispersion of the index of refraction near the absorption edge of semiconductors [ J ]. Physical Review, 1964, 1333(6A). A1653-A1664.

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