Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems

碩士 === 國立臺灣大學 === 電子工程學研究所 === 97 === The optical modulator is one of the most important devices for optical communication, and the strongest modulation mechanism, the quantum-confined Stark effect (QCSE), had been demonstrated in Ge/SiGe quantum wells on Si substrate. It is fully compatible with si...

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Main Authors: Yin-Shun Li, 李銀順
Other Authors: 郭宇軒
Format: Others
Language:en_US
Published: 2009
Online Access:http://ndltd.ncl.edu.tw/handle/04563896546185741423
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spelling ndltd-TW-097NTU054280522016-05-04T04:31:31Z http://ndltd.ncl.edu.tw/handle/04563896546185741423 Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems 鍺量子井系統中激子與光吸收之理論研究 Yin-Shun Li 李銀順 碩士 國立臺灣大學 電子工程學研究所 97 The optical modulator is one of the most important devices for optical communication, and the strongest modulation mechanism, the quantum-confined Stark effect (QCSE), had been demonstrated in Ge/SiGe quantum wells on Si substrate. It is fully compatible with silicon electronics and can achieve the GHz-region operation for the long wavelength and C-band (1530–1565 nm) operation. The discovery can highly improve high-speed, low power, and small optical devices. In this thesis, the variational methods based on the 2-dimensional (2-D), 3-D and anisotropic 3-D exciton models are used to study the direct-band-edge ground-level electron-heavy-hole (e1-hh1) exciton behaviors in the infinite Ge quantum well and the finite Ge/Si0.15Ge0.85 quantum well structures. For the finite case, the effect of the conduction-band nonparabolicity effect on the exciton behavior is also investigated. The exciton radius, transition energy, binding energy, and optical oscillator strength are calculated for various quantum well thicknesses and “bias voltage” (or “vertical electric fields”). The exciton becomes weaker with thicker well and stronger bias voltage/electric field for both the infinite and finite well cases. The three exciton models are compared, indicating that the 3-D model is suitable for the infinite well modeling while the exciton in the finite well considered with the nonparabolicity effect case is nearly 2-D for thinner well and becomes anisotropic-3-D for wider well. The exciton radius minimum and oscillator strength maximum occur at 1.6 nm for the finite well case; therefore, this Ge/SiGe quantum well system shows a strong quantum-confinement even with a thin thickness. For the finite case without considering the nonparabolicity effect, the 3-D model is used to investigate the exciton effect. The relative direct-gap-to-indirect-gap absorption ratios are compared, indicating a broad thickness range of ~5–15 nm can provide moderate excitonic absorption and contrast ratio for long wavelength operation. Finally, the nonparabolicity effect can enhance the exciton effect, especially in a thinner well. Also, our work agrees well with the experimental result and other calculation for the 10-nm Ge/SiGe quantum well case. 郭宇軒 2009 學位論文 ; thesis 68 en_US
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language en_US
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description 碩士 === 國立臺灣大學 === 電子工程學研究所 === 97 === The optical modulator is one of the most important devices for optical communication, and the strongest modulation mechanism, the quantum-confined Stark effect (QCSE), had been demonstrated in Ge/SiGe quantum wells on Si substrate. It is fully compatible with silicon electronics and can achieve the GHz-region operation for the long wavelength and C-band (1530–1565 nm) operation. The discovery can highly improve high-speed, low power, and small optical devices. In this thesis, the variational methods based on the 2-dimensional (2-D), 3-D and anisotropic 3-D exciton models are used to study the direct-band-edge ground-level electron-heavy-hole (e1-hh1) exciton behaviors in the infinite Ge quantum well and the finite Ge/Si0.15Ge0.85 quantum well structures. For the finite case, the effect of the conduction-band nonparabolicity effect on the exciton behavior is also investigated. The exciton radius, transition energy, binding energy, and optical oscillator strength are calculated for various quantum well thicknesses and “bias voltage” (or “vertical electric fields”). The exciton becomes weaker with thicker well and stronger bias voltage/electric field for both the infinite and finite well cases. The three exciton models are compared, indicating that the 3-D model is suitable for the infinite well modeling while the exciton in the finite well considered with the nonparabolicity effect case is nearly 2-D for thinner well and becomes anisotropic-3-D for wider well. The exciton radius minimum and oscillator strength maximum occur at 1.6 nm for the finite well case; therefore, this Ge/SiGe quantum well system shows a strong quantum-confinement even with a thin thickness. For the finite case without considering the nonparabolicity effect, the 3-D model is used to investigate the exciton effect. The relative direct-gap-to-indirect-gap absorption ratios are compared, indicating a broad thickness range of ~5–15 nm can provide moderate excitonic absorption and contrast ratio for long wavelength operation. Finally, the nonparabolicity effect can enhance the exciton effect, especially in a thinner well. Also, our work agrees well with the experimental result and other calculation for the 10-nm Ge/SiGe quantum well case.
author2 郭宇軒
author_facet 郭宇軒
Yin-Shun Li
李銀順
author Yin-Shun Li
李銀順
spellingShingle Yin-Shun Li
李銀順
Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems
author_sort Yin-Shun Li
title Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems
title_short Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems
title_full Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems
title_fullStr Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems
title_full_unstemmed Modeling of Exciton and Optical Absorption in the Ge Quantum Well Systems
title_sort modeling of exciton and optical absorption in the ge quantum well systems
publishDate 2009
url http://ndltd.ncl.edu.tw/handle/04563896546185741423
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