透過您的圖書館登入
IP:18.224.39.32
  • 學位論文

以光激發法研究半導體量子結構之光學增益

Study of Optical Gain in Semiconductor Quantum Structures by Optical Pumping

指導教授 : 毛明華

摘要


光學增益是決定半導體雷射特性的重要參數之一,量測上有許多方法可以採用,比如Hakki-Paoli 方法、Henry 方法、長度調變法(variable stripe length method VSL),每個方法都有其優缺點,比如Hakki-Paoli 方法需要高解析度的頻譜分析儀、Henry 方法在光路的對準以及耦合上的困難。 長度調變法為本篇論文所討論的主軸,比較用電激發與光激發兩種方式達到長度調變法所量到的增益頻譜,以及使用半導體光大器架構來達到量測模態增益的目的,後者可以從低激發強度量到高激發強度,雖然作法上比較複雜,但是卻可以幫助彌補電激發光與光激發光的不足之處。 根據實驗結果,顯示長度調變法在低激發強度下,當材料仍處於吸收狀態時,無論是電激發或光激發,皆因為再吸收 (re-absorption)的效應而無法得到正確的增益頻譜。若使用半導體光放大器架構來量測單一波長的增益,則可以克服長度調變法在低激發強度下所遇到再吸收的問題。

並列摘要


Optical gain is one of the most important parameters which determine the properties of semiconductor lasers. There are several methods for optical gain measurement. Every method has its disadvantages such as high-resolution spectrometers required for Hakki-Paoli method, difficulties in optical alignment and coupling for Henry method. In this thesis, we focus firstly on the variable stripe length method, and compare the modal gain in optical pumping and current injection. Semiconductor optical amplifier(SOA) structures are used to measure the modal gain from low excitation to high excitation. Although the experimental setup is more complicated, it can be applied under some measurement conditions where the variable-stripe-length method using optical pumping or current injection will be inappropriate. Based on the results in our measurement and analysis, the variable-stripe-length method, either using electrical or optical pumping, can not be applied in absorption case under low excitation. If we use SOA structures to measure the gain at a certain wavelength, the difficulties encountered above can be overcome.

參考文獻


[13] 高健凱, “以電激發長度變化法量測量子點結構之光學增益”, Optical Gain Measurement of Quantum-dot Structures by Using a Variable-stripe-length Method with Current Injection”, 國立臺灣大學光電工程學研究所碩士論文, 2004.
[1] 余治浩, “量子點與量子井結構光學增益及光學及損耗之量測與分析”, Measurement and Analysis of Optical Gain and Loss of Quantum-Dot and Quantum-Well Structures”, 國立臺灣大學光電工程學研究所碩士論文, 2005.
[2] G. P. Agrawal, and N. K. Dutta, “Semiconductor Lasers”, Van Nostrand Reinhold, 1993
[3] L. A. Coldren, and S. W. Corzine, “Diode Lasers and Photonic Integrated Circuits”, Wiley, 1995
[4] P. S. Zory, and Jr., “Quantum Well Lasers”, Academic Press, 1993

被引用紀錄


黃郁升(2007)。量子點雷射之光學增益與載子動態特性研究〔碩士論文,國立臺灣大學〕。華藝線上圖書館。https://doi.org/10.6342/NTU.2007.00713

延伸閱讀