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physics.acc-ph2026

Approximate Invariant Analysis: An Efficient Framework for Nonlinear Beam Dynamics, Part I: Geometric Approaches of the Poincaré Rotation Number

Yongjun Li, Sergei Nagaitsev, Derong Xu +2

We present the first part of an efficient framework for nonlinear beam dynamics, termed Approximate Invariant Analysis (AIA). The framework is based on the construction of approxim…

physics.acc-ph2026

Online optimization of nonlinear lattice using a data-driven chaos indicator

Yongjun Li, Minghao Song

We report the experimental implementation of a Data-Driven Chaos Indicator (DDCI) [Y.~Li \emph{et al.}, Nucl.\ Instrum.\ Methods Phys.\ Res.\ A \textbf{1024} (2022) 166060] for onl…

physics.acc-ph20261 cited

Sextupole reduction via chaos suppression at the National Synchrotron Light Source II

Yongjun Li, Minghao Song, Yoshiteru Hidaka +2

We revisit the nonlinear lattice design approach for the National Synchrotron Light Source II (NSLS-II) storage ring. By suppressing chaos, we identify alternative sextupole config…

physics.acc-ph2024

Online regularization of Poincaré map of storage rings with Shannon entropy

Yongjun Li, Kelly Anderson, Derong Xu +7

Shannon entropy, as a chaos indicator, is used for online Poincaré map regularization and dynamic aperture optimization in the National Synchrotron Light Source-II (NSLS-II) ring.…

physics.acc-ph2024

Dedicated beam position monitor pair for model-independent lattice characterization at NSLS-II

Yongjun Li, Kiman Ha, Danny Padrazo +10

This paper reports recent lattice characterization results obtained at the National Synchrotron Light Source II (NSLS-II) storage ring, conducted without reliance on a lattice mode…