Paper |
Title |
Page |
TUZBA5 |
Algorithms Used in Action and Phase Jump Analysis to Estimate Corrections to Quadrupole Errors in the Interaction Regions of the LHC |
349 |
|
- J.F. Cardona
UNAL, Bogota D.C, Colombia
|
|
|
Action and phase jump analysis has been used to estimate corrector strengths in the high luminosity interaction regions of the LHC. It has been proven that these corrections are effective to eliminate the beta-beating that is generated in those important regions and that propagates around the ring. More recently, it was also shown that the beta-beating at the interaction point can also be suppressed by combining k-modulation measurements with action and phase jump analysis. Applying this technique to the re-commissioning of the LHC in 2021 requires a good knowledge of the software developed for action and phase jump analysis over the years. In this paper a detailed description is made of all the modules that are part of this software and the corresponding algorithms.
|
|
|
Slides TUZBA5 [0.431 MB]
|
|
DOI • |
reference for this paper
※ https://doi.org/10.18429/JACoW-NAPAC2019-TUZBA5
|
|
About • |
paper received ※ 22 August 2019 paper accepted ※ 05 September 2019 issue date ※ 08 October 2019 |
|
Export • |
reference for this paper using
※ BibTeX,
※ LaTeX,
※ Text/Word,
※ RIS,
※ EndNote (xml)
|
|
|
WEPLS03 |
Analytical Expression for a N-Turn Trajectory in the Presence of Quadrupole Magnetic Errors |
772 |
SUPLM20 |
|
|
- Y. Rodriguez Garcia, J.F. Cardona
UNAL, Bogota D.C, Colombia
- Y. Rodriguez Garcia
UAN, Bogotá D.C., Colombia
|
|
|
The action and phase jump method is a technique, based on the use of turn-by-turn experimental data in a circular accelerator, to find and measure local sources of magnetic errors through abrupt changes in the values of action and phase. At this moment, this method uses at least one pair of adjacent BPMs (Beam Position Monitors) to estimate the action and phase at one particular position in the accelerator. In this work, we propose a theoretical expression to describe the trajectory of a charged particle for an arbitrary number of turns when a magnetic error is present in the accelerator. This expression might help to estimate action and phase at one particular position of the accelerator using only one BPM in contrast to the current method that needs at least two BPMs.
|
|
DOI • |
reference for this paper
※ https://doi.org/10.18429/JACoW-NAPAC2019-WEPLS03
|
|
About • |
paper received ※ 26 August 2019 paper accepted ※ 03 September 2019 issue date ※ 08 October 2019 |
|
Export • |
reference for this paper using
※ BibTeX,
※ LaTeX,
※ Text/Word,
※ RIS,
※ EndNote (xml)
|
|
|