半导体光放大器宽带特性的时域建模与仿真

SPIE ITCom Pub Date : 2003-12-08 DOI:10.1117/12.513993
Xun Li, Jongwoon Park
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引用次数: 1

摘要

不同于半导体激光器总是在频域的窄频带内工作,半导体光放大器(soa)通常工作在更广阔的区域。噪声特性也是放大器设计的关键。因此,对soa中信号信道与噪声之间的动态相互作用的研究被提出了很高的要求。本文基于行波方程、有效布洛赫方程和修正载波速率方程的组合实现了一个时域模型。光场的传播用行波方程来描述。光场与偏振之间的相互作用由有效布洛赫方程处理,因此在整个工作频率范围内同时考虑均匀和非均匀增益增宽。最后,对载流子速率方程进行修正,使模型自维持。该模型包含了自发发射噪声,因此引入的噪声、增益饱和、不同信号通道之间的跳动和噪声等效应都被捕获。该模型的主要特点是能够处理由相互功率饱和和谱孔燃烧(SHB)分别产生的信号-信号和信号-噪声的间接和直接相互作用。该模型通过比较来实现和验证,并且还用于模拟具有其他现有模型难以准确处理的假定操作条件的典型SOA。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Time-domain modeling and simulation of the broadband behavior of semiconductor optical amplifiers
Unlike semiconductor lasers that always operate within a narrow band in frequency domain, semiconductor optical amplifiers (SOAs) normally operate in a much broader area. The noise characteristic is also crucial for amplifier design. The study of the dynamic interaction among the signal channels and noise in SOAs is therefore highly demanded. In this work, a time-domain model is implemented based on the combination of the traveling wave equation, the effective Bloch equation and the modified carrier rate equation. The optical field propagation is described by the traveling wave equation. The interaction between the optical field and the polarization is treated by the effective Bloch equation hence both homogeneous and inhomogeneous gain broadenings over the entire operating frequency range is naturally considered. Finally, the carrier rate equation is modified to make the model self-sustaining. This model has the spontaneous emission noise incorporated hence effects such as noise introduced gain saturation, beatings among different signal channels and the noise are all captured. The key feature of this model is its capability of handling the signal-signal and the signal-noise indirect and direct interactions, generated by the mutual power saturation and the spectral hole burning (SHB), respectively. This model is implemented and validated through comparisons, and is also applied for the simulation of a typical SOA with an assumed operating condition that can hardly be treated accurately by other existing models.
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