二阶偏振模色散高速光纤通信的影响及补偿

讨论了二阶偏振模色散对光脉冲的影响,模拟结果表明,二阶偏振模色散对信号影响起主要作用的是去偏振项,使得信号波形边缘出现能量过冲;同时也讨论了二阶偏振模色散补偿的方法,利用二段偏振模色散补偿器对二阶偏振模色散进行了有效的补偿,并给出了补偿的实验结果.     

用琼斯传输矩阵法研究二阶偏振模色散的统计特性

利用琼斯传输矩阵法研究了二阶偏振模色散的统计特性。对数值模拟中出现的偏振模色散随步长变化的问题做了相应的修正 ,利用修正后的模型得到了偏振模色散矢量的频率相关特性 ;模拟了偏振模色散值为 2 5ps时二阶偏振模色散的几率分布 ,所得结果与理论结果能够很好地吻合 ;简单地分析了脉宽为 8ps的高斯脉冲在此条件下的展宽情况 ,指出了高阶补偿的必要性。     

偏振模色散对光纤系统的影响及补偿方案研究

PMD是对高速长距离光纤传输系统影响较大的一个因素。描述了一阶PMD补偿的基本原理及其局限性,给出PMD补偿系统的一般模型,对各个模块和关键技术进行较为详细的讨论。对高阶PMD及其补偿问题进行分析与讨论,并实现了一种二阶PMD补偿器的具体设计与实验研究。     

一种高速光纤通信高阶偏振模色散补偿的前馈信号提取方法

建立了一种实时提取一阶和二阶偏振模色散的模型,可以直接得到偏振模色散的大小和方向。通过数值模拟将得到的偏振模色散大小与从琼斯矩阵理论中计算的结果进行比较,我们模拟结果与理论计算值在差分群时延为一个比特周期内较好相符。从得到的偏振模色散矢量的大小和方向信息可以为高阶阶偏振模色散补偿提供前馈信息     

偏振模色散模拟器产生二阶PMD的理论研究

对基于保偏光纤（PMF）级联的偏振模色散模拟器（PMD emulator)产生的二阶PMD进行了数值模拟，结果表明，采用偏振控制器（PC）连接明显优于可旋转连接器（FC）连接，当级联段数N＝8时，PC连接的模拟器产生的二阶PMD与理论曲线基本符合；PMF的长度对PMD模拟器模拟二阶PMD并没有明显影响。     

On the second-order approximation of PMD

A second-order polarization mode dispersion (PMD) approximation based upon the pulse-width distortion has been studied. It shows that a complete second-order approximation should include the second derivative of the PR-ID vector as well as the first derivative of the PMD vector. Second-order pulse distortions are explicitly expressed including a `first-order' term involving principal states of polarization (PSP) of the pulse and a second-order term involving the beating between fiber chromatic dispersion and effective PMD chromatic dispersion. An analytical result is derived for the probability of second-order PR-ID power penalty. It shows that the mean PMD of the fiber should be restricted to 26 ps and 18 ps, respectively for an optical link with zero and 850 ps/nm chromatic dispersion, in order to maintain a one dB second-order PMD power penalty with a probability below 10^-6 at a data rate of 10 Gb/s. The analysis also indicates that a second-order PMD compensator can be used as a dynamic chromatic dispersion compensator     

PMD second-order effects on pulse propagation in single-modeoptical fibers

The time-space varying birefringence in single-mode optical fibers causes the polarization mode dispersion (PMD) to be a serious problem in high bit-rate transmissions. The PMD first- and second-order statistics are well known in the literature, but second-order PMD-induced pulse distortions have still to be clarified for sequences of pulses of arbitrary shape. We give, for the first time, the exact PMD time impulse response, up to second order. We show, both numerically and experimentally, that the effect of the rotation of the principal states of polarization (PSP) is to generate power overshoots on the “1” and “0” bit sequences     

Effect of PMD—induced Pulse Broadening on Sensitivity and Frequency Spectrum

The PMD-induced pulse broadening may cause the degradation of receiver sensitivity and has negative effects on the power spectrum of received signals,The expressions of PMD-induced pulse broadening effects on receiver sensitivity are derived based on the concept of mean square pulse width.The effects of PMD on the spectrum of received power are analyzed in detail.Finally,the scheme is discussed with which the power of a certain frequency component is extracted as a feedback control signal in a PMD compensation system.     

复合重要抽样技术及其在一阶PMD模拟中的应用

文章介绍了复合重要抽样的基本理论,针对一阶偏振模色散模拟器仿真的不同配置,讨论了重要抽样的不同的偏差分布.仿真结果证明,采用复合重要抽样技术,不但可以获得概率为10-17的极小概率事件,与传统的蒙特-卡洛仿真方法相比,还大大提高了仿真效率.同时,通过对比重要抽样中不同的偏差分布函数的仿真结果,给出了不同系统配置所选取的不同的偏差分布.     

Novel C-IPDM Signal Format for Suppression of Polarization Mode Dispersion

A novel chirped intra-bit polarization diversity modulation (C-IPDM) signal format is proposed. The transmission performance of C-IPDM is compared to NRZ, RZ and the common IPDM in terms of the PMD tolerance by simulation in a 40 Gb/s system. The results show that the C-IPDM format can reduce the effects of second-order PMD significantly due to the chirping characteristic and the system Q-factor is increased especially in high PMD systems.     

高速光纤通信系统中高阶PMD补偿技术研究

随着光放大器和色度色散补偿技术的不断提高，光纤的偏振模色散（PMD）已经成为超高速、超长距离光纤通信系统发展的主要障碍，在40Gbit/s或更高速率的光纤通信系统中，PMD的影响已不可忽略，必须考虑PMD的补偿问题，从高阶PMD对40Gbit/s NRZ系统影响的数值模拟发现，当光纤中PMD高阶效应比较明显时，将严重劣化一阶PMD补偿的效果，另外，通过对两种高阶PMD补偿器的比较介绍，认为两段级联的高队PMD补偿系统是一种比较现实的补偿方法。     

光纤通信系统中偏振模色散补偿的二种反馈控制信号的特性比较

为了说明当光纤通信系统中存在高阶偏振模色散时,采用DOP和电带宽作反馈信号PMD补偿效果均会受到高阶偏振模色散的影响,用数值模拟方法比较了二种常用的反馈控制信号与偏振模色散的性能,模拟结果表明,从性能上讲,二种反馈信号都随一阶PMD变化而具有线性变化,当系统中有高阶偏振模色散时,二者均不具有线性的变化。模拟结果对偏振模色散补偿具有一定的指导意义。     

偏振模色散对线性系统脉宽的影响

研究了线性系统中偏振模色散对均方根脉宽的影响。考虑了光源初始啁啾的作用 ,推导出均方根脉宽的解析表达式 ,分析表明 :二阶偏振模色散对脉冲展宽的作用与群速度色散及啁啾有关 ,一阶偏振模色散的作用则与这两者无关。以啁啾高斯脉冲为例 ,推导出一阶偏振模色散补偿前、后均方根脉宽的解析表达式 ,结果表明 ,适当选择群速度色散和初始啁啾参数 ,可以有效地抑制偏振模色散的展宽效应 ;与主态传输法比较 ,啁啾的存在对后向补偿方法的影响更大     

System Penalty From Second-Order PMD Approximation: Reference Frame Implication

In this paper, we show that second-order PMD approximations, when derived using the input frame and output frame of an optical link, result in two different PMD systems represented by two distinct Jones matrices. In contrast to an all-order representation of a system, which is independent of reference frame, it is found that a finite second-order approximation cannot be obtained simultaneously in both input and output reference frames, except in some limited special cases. The consequences of this are illustrated by analyzing the difference between these two approximations in pulsewidth distortion. It is shown that the second-order PMD approximation in the input frame corresponds to a truncated second-order expansion of the pulse distortion, whereas the second-order PMD approximation in the output frame leads to an infinite-order pulse distortion     

利用两段PMF的PMD补偿法

提出了利用两段保偏光纤补偿偏振模色散的补偿方法,该方案能够提供足够的带宽,实现密集波分复用系统的多路同时补偿。该系统能够补偿差分群时延可变的光纤的一阶偏振模色散,并且对高阶偏振模色散有一定的抑制作用。     

10 Gbit/s的光纤通信系统中一阶偏振模色散自动补偿技术的研究

分析并通过实验验证了光纤通信系统中偏振模色散引起的脉冲展宽对接收信号频谱的影响 ,在此基础上提出了一种偏振模色散的补偿技术。在 10Gbit/s的传输线路中实现了一阶偏振模色散 (PMD)的自动补偿。     

The accuracy assessment of different polarization mode dispersion models

Several polarization mode dispersion (PMD) models were developed to help understanding PMD effects and simplify the analysis regarding their impact on the system performance. Whether or not a PMD model can be used to accurately predict the system impairments depends on how well it approximates fiber PMD. In this paper, we assess the accuracy of six commonly used first- and second-order PMD models by comparing them with an all-order PMD model. Both PMD induced pulse broadening and optical-signal-to-noise-ratio (OSNR) penalties are determined, analyzed, and compared for each PMD model. To separate first- and higher-order PMD effects, we investigate the system performance with and without PMD compensation. We find that, compared with the all-order PMD model, all the known first- and second-order PMD models overestimate the PMD distortions, and the PMD models that do not contain higher than second-order PMD generate the largest deviation. Our results show that the first-order PMD model can be used to approximate the all-order PMD model when no PMD compensation is used, but none of the known PMD models can generate results close enough to those of the all-order PMD model for a PMD compensated system. This indicates that to accurately evaluate the performance of PMD mitigation techniques, the all-order PMD model has to be used.     

40 Gb/s光纤通信系统中一阶PMD对信号频谱的影响

首先给出了受一阶偏振模色散(PMD)影响的40 Gbit/s高斯脉冲信号功率谱的数学表达式,并分析了脉冲波形、分光比、监测频率以及差分群延时(DGD)对接收信号功率谱的影响.实验测量了在分光比为0.5时的40 Gbit/s归零(RZ)码伪随机信号在接收频率为12 GHz处的电功率谱密度随DGD变化的关系,实验结果与理论计算一致.这表明,对于40 Gb/s的光纤通信系统,可以通过简单地检测某一特定频率的电信号功率,动态跟踪系统中PMD的变化情况,从而为补偿一阶PMD提供了重要依据.     

基于偏振度的差分群时延检测的理论分析

文章从理论上分析了信号偏振度(DOP)和各阶偏振模色散(PMD)、光脉冲宽度的关系,当DOP用于差分群时延(DGD)检测并作为PMD补偿的控制信号时,必须综合考虑这些因素;说明了DGD、一阶和二阶PMD对最大和最小DOP的影响,以及光脉冲宽度对DOP检测范围的影响。     

优化算法在偏振模色散自适应补偿技术中的应用

介绍了10Gb/s的光纤通信系统中,优化算法在偏振模色散(PMD)自适应补偿技术中的应用。偏振模色散在线监测技术建立在偏振度(DOP)的基础上,偏振度随着微分群时延(DGD)的增加而减小。为了使用DOP做为PMD的监测反馈信号,需要在传输线路中模拟DGD的状态,为此设计了一个PMD仿真器。在光纤输入复用器端使用一个偏振控制器(PC)来调整光信号的偏振态,在光纤输出复用器端使用一个起偏器。随后信号到达控制计算机,优化程序运行,寻找全局最优点并通过PC来控制PMD。对现代非线性优化算法进行了讨论,比较了它们在PMD自适应补偿技术中的优缺点。在实验过程中选择遗传算法,取得良好效果。在很短时间内一阶二阶PMD能达到最大补偿效果,其动态补偿时间不超过10ms。