Orbit Correction Analysis and Optimization Schemes by Arman Ballado
Explore the analysis and optimization of orbit correction schemes in a project by Arman Ballado, focusing on evaluating and optimizing the performance of Beam Position Monitors (BPMs) and Corrector Magnets (CMs) in a model of the Cornell ERL. Various aspects such as Generalized Response Matrix, Singular Value Decomposition, SVD Orbit Correction, Monitor Deficiency, and more are covered in the project.
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Presentation Transcript
ANALYSIS AND OPTIMIZATION OF ORBIT CORRECTION SCHEMES Arman Ballado 4/22/2025
Project Description Brief Introduction Many sources of errors along the beam line Loss of particle beam Place BPMs and CMs to monitor and correct orbits Goals Evaluate the performance of a given configuration of BPMs and CMs Optimize Apply to a model of the Cornell ERL
Corrector Deficiency II Span of MEM
South Arc before Optimization BPMs: 103 Correctors: 62 Error source: Quadrupole x-offset of10 m
South Arc after Optimization BPMs: 103 Correctors: 58 Error source: Quadrupole x-offset of10 m
Corrector Optimization Only BPMs: 103 Correctors: 53 Error source: Quadrupole x-offset of10 m
Full ERL Lattice . . . Simply generate the response matrices . . .
