1) PMD_Q
偏振模色散因子
2) polarization mode dispersion
偏振模色散
1.
Fast crystal polarization mode dispersion emulator;
快速晶体型偏振模色散模拟器
2.
Analysis of the effect of polarization mode dispersion on QKD;
偏振模色散对量子密钥分发影响分析
3.
Influences of Polarization Mode Dispersion on Soliton Transmission Systems;
偏振模色散对光孤子传输系统的影响
3) PMD
偏振模色散
1.
Practising Control Experience of Reducing PMD;
减小偏振模色散的施工控制措施
2.
The Polarization Mode Dispersion Compensation Based on PMD-induced Pulse Broadening Theory;
利用脉冲展宽理论研究偏振模色散的补偿技术
3.
Photonic-crystal-fiber-based dynamic PMD compensation;
基于光子晶体光纤的偏振模色散的动态补偿
4) polarization mode dispersion(PMD)
偏振模色散
1.
On the basis of Poincaré sphere,the measurement of second order polarization mode dispersion(PMD) was analyzed theoretically.
在庞加莱球的基础上,对原来偏振模色散的测量方法进行了理论分析,研究表明,一阶偏振模色散测量的误差影响二阶偏振模色散的测量。
2.
The existing optical domain compensation methods for the Polarization Mode Dispersion(PMD) in fiber-optic transmissions are studied and compared.
针对光纤传输中的偏振模色散(PMD)问题,研究和比较了现有PMD的光域补偿方法。
3.
in Polarization Mode Dispersion(PMD) simulation,are analyzed.
介绍了蒙特-卡洛仿真原理,分析了改进型的蒙特-卡洛仿真即重要抽样(IS)的原理及其在通信中的应用,特别是在高速光纤通信的偏振模色散(PMD)仿真中的应用价值。
5) polarization-mode dispersion
偏振模色散
1.
Study on polarization-mode dispersion compensation schemes
偏振模色散补偿方案研究
2.
Applying Monte Carlo method with importance sampling, the impact of polarization-mode dispersion (PMD) on the polarization-multiplexing (PM) transmission system with on-off keying (OOK) and differential phase shift keying (DPSK) is investigated.
采用重要抽样-蒙特卡罗方法,对OOK和DPSK调制的偏振复用(PM)传输系统受偏振模色散的影响进行了仿真,给出了不同占空比下系统的PMD容限。
3.
Using Jone′s and Stoke′s representations, an analytical expression of signal degree of polarization (DOP) relative to polarization-mode dispersion (PMD) for optical communication system is given, based on the principal state of polarization (PSP) theory and first-order assumption.
采用琼斯和斯托克斯表示,基于主偏振态理论和一级近似,给出了光通信系统的信号偏振度与偏振模色散的关系式。
6) polarization mode dispersion (PMD)
偏振模色散
1.
Based on the Maxwell electromagnetic theory, nonlinear Schrodinger equation (NLSE), which described the propagation of femtosecond soliton pulses in fiber-optic, was induced in the presence of high-step dispersion, high-step nonlinearity, self-phase modulation, cross-phase modulation, self-steep, Roman scatter in pulse and polarization mode dispersion (PMD).
以Maxwell电磁场理论为基础,在综合考虑了高阶色散、高阶非线性、自相位调制、交叉相位调制、自变陡、脉冲内喇曼散射以及偏振模色散(PMD)等因素的基础上,推导了飞秒孤子脉冲在双折射光纤中传输的耦合非线性薛定谔方程(NLSE)。
2.
The effect of polarization mode dispersion (PMD) on the spectrum of received signal is theoretically analyzed and proved by experiment.
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。
3.
The method of Poincare Sphere to measure the polarization mode dispersion (PMD) has been studied in the paper.
对基于邦加球的偏振模色散 (PMD)测量方法进行了充分的研究 ,利用输出偏振态的随机性 ,提出了一种比较简单而实用的算法 ,利用这种算法 ,对 11km单模光纤和 1 6 7m长保偏光纤进行了测量 ,实验证明这种算法具有很好的实用价值。
补充资料：偏振化因子
分子式：
CAS号：
性质：设强度为I0的非偏振化单色X射线作用处于原点的电子，则可证明该电子在向量终端处所产生次生X射线的强度I和I0间有下列关系：e, m为电子的电荷与质量，c为光速，2θ是入射X射线与 之间的夹角。式中含布拉格角θ的（cos22θ+1）/2项即为偏振化因子。此因子表明，在晶体衍射中，电子的贡献与布拉格角有关。
CAS号：
性质：设强度为I0的非偏振化单色X射线作用处于原点的电子，则可证明该电子在向量终端处所产生次生X射线的强度I和I0间有下列关系：e, m为电子的电荷与质量，c为光速，2θ是入射X射线与 之间的夹角。式中含布拉格角θ的（cos22θ+1）/2项即为偏振化因子。此因子表明，在晶体衍射中，电子的贡献与布拉格角有关。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条