A Simplified Model of Intrabeam Scattering
Karl L. F. Bane
Abstract
Beginning with the general Bjorken-Mtingwa solution, we derive a simplified model of intrabeam scattering (IBS), one valid for high energy beams in normal storage rings; our result is similar, though more accurate than a model due to Raubenheimer. In addition, we show that a modified version of Piwinski's IBS formulation (where eta squared over beta has been replaced by the dispersion invariant) at high energies asymptotically approaches the same result.
Create a lesson
Related papers
Single-pass stochastic cooling for electron microscopy
River Robles, Peter Hommelhoff
Impact of Rapid Acceleration on Beam Dynamics in the Rapid-Cycling Synchrotrons of a Muon Collider
Lisa Soubirou, Antoine Chancé
LADA: A differential algebra-based simulation package for arbitrary-order charged-particle and light optics
Dmitry Varentsov, Sergey Litvinov, Maksym Miski-Oglu et al.
Transverse Confinement in Cascaded Inverse-Cherenkov Acceleration via Phase-Trajectory Control and Injection Matching
Yuanhao Liu, Nanshun Huang, Xionghao Yuan et al.
OPALX: A performance-portable framework for particle accelerator simulations
Michail Zampetakis, Ryan Sean Ammann, Yuanjie Bi et al.
Intrabeam scattering of chirped electron bunches with non-Gaussian longitudinal distributions and slice mismatch
Xiuji Chen, Wencai Cheng, Si Chen et al.