Channel model and the achievable information rates of the optical nonlinear frequency division-multiplexed systems employing continuous b-modulation

Following the rise in interest in transmission systems employing the nonlinear Fourier transform (NFT) for the nonlinearity mitigation, we present the theoretical analysis of the achievable information rates in these systems, addressing the case of continuous b-modulated systems. Using adiabatic perturbation theory and the asymptotic analysis by means of Riemann-Hilbert problem, we obtain a remarkably simple input-output relation for arbitrary b-modulated transmission. Based on this model, we estimated the spectral efficiency for various single polarization (scaled and unsealed) b-modulated systems and observed an excellent agreement between our theory and the numerical results in the regime when the inline amplifier noise is the dominant source of spectral distortion. (C) 2021 Optical Society of America under the terms of the OSA Open Access Publishing Agreement

Automated summary

This paper presents theoretical analysis of achievable information rates in transmission systems using the nonlinear Fourier transform (NFT) for nonlinearity mitigation, focusing on continuous b-modulated systems. Through adiabatic perturbation theory and asymptotic analysis using Riemann-Hilbert problem, a simple input-output relation for arbitrary b-modulated transmission is obtained. The spectral efficiency for various single polarization b-modulated systems is estimated based on this model, showing excellent agreement between theory and numerical results in the presence of inline amplifier noise as the dominant source of spectral distortion.