摘要
在偏分复用的高速相干光通信系统中,16进制正交幅度调制(PDM-16QAM)是最有前景的调制格式,且载波相位估计是补偿发射端与接收端激光器对信号造成的相位失真的重要技术。该领域最经常使用的算法为QPSK分区算法与盲相位搜索算法,但他们都有自己的缺点,如估计效果不够好,适用范围不够广,或者计算复杂度过高。本论文实验搭建了224Gb/s PDM-16QAM波分复用传输640km相干检测系统平台,首先利用几种基于前述两种算法的相位估计方法对接收到的信号进行了数据处理,分别给出了误码率曲线图、误差向量幅度曲线图、计算复杂度分析表。然后基于性能最优与计算复杂度的平衡,提出了针对16QAM信号星座图中间圈的点的省略两级处理算法。将该改进的算法用于实验系统相位估计单元进行数据处理,结果表明,改进的算法P1,3/ML其误码率性能和误差向量幅度性能基本保持不变,但是计算复杂度降低为原来的1/2。
In high-speed optical polarization division multiplexed （PDM） coherent transmission system, 16 quadrature amplitude modulation （16QAM） is the most promising modulation format and the carrier phase estimation is an important technique to compensate the signal phase distortion caused by the line- width of lasers in the transmitter and the receiver. The most commonly used methods in the area are QPSK partitioning algorithm and blind phase search （BPS） algorithm,but they suffer from either high hardware consumption,bad performance or narrow range of application. In this paper,a 640 km trans- mission experimental platform for 224 Gbit/s PDM-16QAM WDM coherent detection is set up. First, the received signal is processed by several phase estimation algorithms based on QPSK partitioning algo- rithm or BPS algorithm, obtaining the bit error rate （BER） curves, the error vector magnitude （EVM） curves and the computational complexity （CC） analysis tables. Then,a modified algorithm PI,3/ML o- mitting the two-stage processing of points in the intermediate ring of 16QAM constellation is proposed, which is based on the trade-off between performance and computational complexity. After using the modified algorithm in the phase estimation module of the experimental system for data processing, the results show that the computational complexity is reduced to a factor of 2 while the BER and EVM per- formance remain nearly unchanged.
出处
《光电子．激光》
EI
CAS
CSCD
北大核心
2014年第3期485-490,共6页
Journal of Optoelectronics·Laser
基金
国家自然科学基金(61205065)
高等学校博士学科点专项科研基金(20110005110014)资助项目
关键词
偏分复用
16进制正交幅度调制
相干接收
相位估计
计算复杂度
polarization division multiplexing
16 quadrature amplitude modulation （QAM）
coherent de-tection
phase estimation
computational complexity
