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Daobin Wang

Publications and source records attributed to Daobin Wang.

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Acceleration and Parallelization Methods for ISRS EGN Model

The enhanced Gaussian noise (EGN) model, which accounts for inter-channel stimulated Raman scattering (ISRS), has been extensively utilized for evaluating nonlinear interference (NLI) within the C+L band. Compared to closed-form expressions and machine learning-based NLI evaluation models, it demonstrates broader applicability and its accuracy is not dependent on the support of large-scale datasets. However, its high computational complexity often results in lengthy computation times. Through analysis, the high-frequency oscillations of the four-wave mixing (FWM) efficiency factor integrand were identified as a primary factor limiting the computational speed of the ISRS EGN model. To address this issue, we propose an approximation method to derive a closed-form expression for the FWM efficiency factor, which provides both high accuracy and high computational efficiency. Numerical results demonstrate that the method proposed in this work could achieve low error levels under high ISRS influence levels, with an absolute mean error (MAE) of approximately 0.0033 dB. Furthermore, a parallel computation strategy targeting independent regions within the integration domain is proposed and optimized, which further significantly improves computing efficiency.

eess.SP

Fitting the trajectories of particles in the equatorial plane of a magnetic dipole with epicycloids

In this paper we discuss epicycloid approximation of the trajectories of charged particles in axisymmetric magnetic fields. Epicycloid trajectories are natural in the Guiding Center approximation and we study in detail the errors arising in this approach. We also discuss how using exact results for particle motion in the equatorial plane of a magnetic dipole the accuracy of this approximation can be significantly extended. We also show that the epicycloids approximate the trajectory of a charged particle more accurately than the position of the particle along the trajectory.

physics.comp-ph