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SOA-MZI-Based Nonlinear Optical Signal Processing: A Frequency Domain Transfer Function for Wavelength Conversion, Clock Recovery, and Packet Envelope Detection

机译:基于SOA-MZI的非线性光信号处理:用于波长转换,时钟恢复和数据包包络检测的频域传递函数

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摘要

We present analytic expressions for the frequency-domain transfer function of semiconductor optical amplifier Mach-Zehnder interferometric (SOA-MZI) switches that employ a single optical control signal and a continuous wave input optical beam. Our analysis relies on first-order perturbation theory approximations applied both to the SOA response as well as to the SOA-MZI characteristics, yielding a frequency response that enables a qualitative insight into the different SOA-MZI operational regimes. The final transfer function expression is utilized for the analysis and evaluation of the multifunctional potential of SOA-MZI switches, concluding with the necessary conditions for supporting a number of completely different SOA-MZI-based nonlinear signal processing applications that have been demonstrated experimentally: wavelength conversion, packet envelope detection (PED), and clock recovery (CR). The theoretically obtained operational conditions are in close agreement with experimental observations, showing that SOA-MZIs can serve as functional circuit elements in applications with different requirements depending on its operational parameters: as low-pass filtering devices with cut-off frequencies in the megahertz regime or in the multi-gigahertz regime, and as resonant modules resembling band-pass filtering structures. The validity of our theoretical SOA-MZI frequency-domain system model is further confirmed by its successful incorporation in a Fabry-Perot assisted SOA-MZI subsystem, demonstrating PED and CR operations through the exploitation of typical systems theory tools.
机译:我们为使用单个光学控制信号和连续波输入光束的半导体光放大器马赫曾德尔干涉式(SOA-MZI)开关的频域传递函数提供解析表达式。我们的分析依赖于应用于SOA响应以及SOA-MZI特性的一阶扰动理论近似值,产生的频率响应可以对不同的SOA-MZI操作方案进行定性分析。最终传递函数表达式可用于分析和评估SOA-MZI开关的多功能电势,并提供了必要条件,以支持通过实验证明的许多完全不同的基于SOA-MZI的非线性信号处理应用:波长转换,数据包包检测(PED)和时钟恢复(CR)。理论上获得的工作条件与实验观察结果非常吻合,表明SOA-MZI可以根据其工作参数在具有不同要求的应用中用作功能电路元件:作为具有百万赫兹截止频率的低通滤波设备或在数兆赫兹范围内,并作为类似于带通滤波结构的谐振模块。我们的理论SOA-MZI频域系统模型的有效性通过成功地结合到Fabry-Perot辅助的SOA-MZI子系统中得到了进一步证实,该子系统通过利用典型的系统理论工具来演示PED和CR的操作。

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