Randomized trial explores nonlinear mitigation via spectral analysis in optical fiber systems, suggesting design rules for effective shaping methods.
Data-induced intensity fluctuations are an important driver of XPM-related nonlinear phase noise in coherent fiber links, particularly through their low-frequency spectral components. This paper develops a semi-analytical spectral framework that links block-level energy statistics of shaped constellations to the low-frequency features of the intensity-fluctuation power spectral density (PSD), thereby enabling spectral–temporal co-design for nonlinear mitigation. A semi-analytical PSD model is derived for finite-block-shaped symbols (including Constant Composition Distribution Matching (CCDM) and Enumerative Sphere Shaping (ESS)), explicitly exposing contributions from self-beating dependent on symbol energy variance, inter-symbol beating dependent on mean symbol energy, and block-induced energy variance terms. A compact expression for the spectral-dip width is obtained that captures the block length, symbol rate, pulse roll-off, and chromatic dispersion; this yields design rules for lowering the low-frequency content that most strongly drives the induced XPM. Resulting optimal symbol-rate laws are provided for shaped and unshaped systems and are validated by Monte Carlo simulations, which also confirm the distinct low-frequency behavior of CCDM (suppressed DC) and ESS (finite DC pedestal at moderate block lengths). The framework consolidates prior time- and frequency-domain perspectives and provides actionable guidance for choosing block length, symbol rate, and shaping method to reduce nonlinear interference in high-capacity WDM systems.
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Prasad et al. (2026) studied this question.
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