Author Affiliations
Abstract
1 Huazhong University of Science and Technology, Wuhan National Laboratory for Optoelectronics and School of Optical and Electronic Information, Wuhan, China
2 Optics Valley Laboratory, Wuhan, China
3 Boston University, Boston, Massachusetts, United States
Diverse spatial mode bases can be exploited in mode-division multiplexing (MDM) to sustain the capacity growth in fiber-optic communications, such as linearly polarized (LP) modes, vector modes, LP orbital angular momentum (LP-OAM) modes, and circularly polarized OAM (CP-OAM) modes. Nevertheless, which kind of mode bases is more appropriate to be utilized in fiber still remains unclear. Here, we aim to find the superior mode basis in MDM fiber-optic communications via a system-level comparison in air-core fiber (ACF). We first investigate the walk-off effect of four spatial mode bases over 1-km ACF, where LP and LP-OAM modes show intrinsic mode walk-off, while it is negligible for vector and CP-OAM modes. We then study the mode coupling effect of degenerate vector and CP-OAM modes over 1-km ACF under fiber perturbations, where degenerate even and odd vector modes suffer severe mode cross talk, while negligible for high-order degenerate CP-OAM modes based on the laws of angular momentum conservation. Moreover, we comprehensively evaluate the system-level performance for data-carrying single-channel and two-channel MDM transmission with different spatial mode bases under various kinds of fiber perturbations (bending, twisting, pressing, winding, and out-of-plane moving). The obtained results indicate that the CP-OAM mode basis shows superiority compared to other mode bases in MDM fiber-optic communications without using multiple-input multiple-output digital signal processing. Our findings may pave the way for robust short-reach MDM optical interconnects for data centers and high-performance computing.
fiber-optic communications mode-division multiplexing spatial modes linearly polarized modes vector modes linearly polarized orbital angular momentum modes circularly polarized orbital angular momentum modes air-core fiber fiber perturbations Advanced Photonics
2023, 5(5): 056003
强激光与粒子束
2022, 34(8): 082203
1 四川大学电子信息学院,四川,成都,610064
2 中国工程物理研究院激光聚变研究中心,四川,绵阳,621900
通过采用分步傅里叶变换法求解非线性薛定谔方程,模拟了啁啾光脉冲有振幅调制和相位扰动下的自相位调制(SPM)对压缩光脉冲对比度和预脉冲宽度的影响.结果表明:啁啾光脉冲的振幅调制深度和相位扰动深度越大,则压缩后的光脉冲对比度越小;啁啾光脉冲的振幅调制周期和相位扰动周期越小,则压缩光脉冲的预脉冲宽度越大.
振幅调制 相位扰动 自相位调制 压缩光脉冲 Amplitude modulations Phase perturbations Self-phase modulation Compressed pulse 强激光与粒子束
2005, 17(10): 1484
四川大学,电子信息学院,光电系,四川,成都,610064
对线性化后的非线性薛定谔方程进行了求解,导出了光纤中传输的扰动场复振幅的实部和虚部的解析解.这些普适的表达式表明:在传输距离不太长的初期阶段,扰动的虚部和实部以及幅角的演化都对输入条件十分敏感;在传输距离趋于无穷大时扰动电场增益系数趋于渐近值;波数在初始阶段随传输距离变化,只有当传输距离足够大时才趋于一个常数.
扰动 非线性薛定谔方程 实部 虚部 光纤 Perturbations Nolinear Shr?dinger equation Real part Imaginary part Optical fibers