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Nonlinear Frequency Division Multiplexing for Fiber-Optic Communication

Subject Area Electronic Semiconductors, Components and Circuits, Integrated Systems, Sensor Technology, Theoretical Electrical Engineering
Term from 2020 to 2022
Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 438827315
 
Final Report Year 2023

Final Report Abstract

Even though data-rates for fiber-optic systems initially increased strongly, the growth began to saturate in recent years. In contrast, the demand for higher data-rates is projected to steadily grow with a rate of 60%-80% per year. To close this gap, several approaches to change the current transmission-paradigm were studied and presented in recent years. A now widely studied approach, is the use of the NFT, to modulate decoupled linear modes of transmission in the nonlinear Fourier domain (NFD), instead of utilizing the linear frequency domain, in which channels interact during propagation, due to fiber nonlinearity. The NFT-based modulation and detection schemes can be added by making alterations to the digital signal processing (DSP) sections of a transmitter/receiver pair. In this project several aspects of NFT-based transmission were studied, including a survey and comparison of available algorithms for the necessary transformations, the applicability of NFT-based schemes if realistic impairments are considered, the influence of (residual) fiber loss on NFDM for two popular amplification schemes for optical fiber communication, mitigation schemes for lossy channel scenarios, the use of machine-learning algorithms for improved detection at receiver side, a heuristic look at labeling for special soliton-based schemes, the improvement of existing algorithms for full nonlinear spectrum utilization, the influence of transceiver degradations due to manufacturing imperfections, the measurement of fiber parameters using the NFT, an in-depth theoretic look at simplified soliton-transmission schemes, a survey on the influence of PMD and the extension of big parts of the theory for NFT-aided systems to the strong-coupling multimode case.

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