Low Computational Complexity of Optical Nonlinear Compensation with Phase Linear Approximation Method for Single Polarization-64QAM Signals

机译：单极化64QAM信号的相位非线性近似光学非线性补偿的计算复杂度低

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We analytically investigated the effect of phase-linear-approximation on optical nonlinear compensation for single-polarized 28Gbaud 64QAM signals. 37.5 % reduction of computational complexity is expected with 1200 km transmission and input power of -5 dBm.

机译：我们分析性地研究了相位线性近似对单极化28Gbaud 64QAM信号的光学非线性补偿的影响。在1200 km传输和-5 dBm的输入功率的情况下，预计可减少37.5％的计算复杂性。

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《International Conference on Photonics in Switching and Computing;OptoElectronics and Communications Conference》|2019年|1-3|共3页
会议地点 Fukuoka(JP)
作者
Shin Takano; Hiroyuki Uenohara;
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Laboratory for Future Inter disciplinary Research of Science and Technology (FIRST) Tokyo Institute of Technology 4259 Nagatsuta-cho Midori-ku Yokohama Kanagawa 226-8503 Japan;

Laboratory for Future Inter disciplinary Research of Science and Technol;

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approximation theory; communication complexity; compensation; light polarisation; light transmission; optical communication; quadrature amplitude modulation;

机译：近似理论沟通复杂度；赔偿；偏振光透光率光通信；正交调幅;

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专利

1. Low complexity digital back propagation method using phase linear approximation for nonlinear distortion compensation for long haul transmission systems [J] . Shin Takano, Hiroyuki Uenohara IEICE Communications Express . 2018,第7期

机译：低复杂度数字反向传播方法，使用相位线性近似进行长距离传输系统的非线性失真补偿
2. Dispersion and Nonlinearity Distortion Compensation of the QPSK/16QAM Signals Using Optical Phase Conjugation in Nonlinear SOAs [J] . Sobhanan Aneesh, Venkatasubramani Lakshmi Narayanan, Koilpillai R. David, Photonics Journal, IEEE . 2020,第1期

机译：在非线性SOA中使用光学相位缀合的QPSK / 16QAM信号的分散和非线性失真补偿
3. Fiber nonlinearity compensation of WDM-PDM 16-QAM signaling using multiple optical phase conjugations over a distributed Raman-amplified link [J] . Abbas Adnan A., Elias Mazin M., Fyath Raad S. Photonic network communications . 2018,第3期

机译：使用分布式拉曼放大链路上的多个光学相位共轭的WDM-PDM 16-QAM信号的光纤非线性补偿
4. Low Computational Complexity of Optical Nonlinear Compensation with Phase Linear Approximation Method for Single Polarization-64QAM Signals [C] . Shin Takano, Hiroyuki Uenohara International Conference on Photonics in Switching and Computing . 2019

机译：具有单极化-44QAM信号的相线性近似方法的光非线性补偿的低计算复杂性
5. Nonlinear multiscale methods for estimation, approximation, and representation of signals and images. [D] . Huang, Yan. 2004

机译：用于估计，逼近和表示信号和图像的非线性多尺度方法。
6. Impact of Equalization-Enhanced Phase Noise on Digital Nonlinearity Compensation in High-Capacity Optical Communication Systems [O] . Jiazheng Ding, Tianhua Xu, Cenqin Jin, 2020

机译：均衡增强相位噪声对高容量光通信系统数字非线性补偿的影响
7. Optical phase conjugation in phase-modulated transmission systems: experimental comparison of different nonlinearity-compensation methods [O] . Paolo Minzioni, Vincenzo Pusino, Ilaria Cristiani, 2010

机译：相位调制传输系统中的光学相位缀合：不同非线性补偿方法的实验比较
8. Diffusion Approximations for the Analysis of Digital Phase Locked Loops. II. Diffusion Approximations for Nonlinear Phase Loop-Type Systems with Wide Band Inputs [R] . Kushner, H. J., Huang, H., Ju, W. T. Y. 1980

机译：数字锁相环分析的扩散近似。 II。具有宽带输入的非线性相环系统的扩散近似

Low Computational Complexity of Optical Nonlinear Compensation with Phase Linear Approximation Method for Single Polarization-64QAM Signals

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