Design of the muon accelerator using GPT�Research on the relationship between the Mismatch Factor and Emittance
高世龙 (GAO Shilong)
Supervisor: Prof. Otani
August 6, 2024
中国科学院近代物理研究所
Institute of Modern Physics, Chinese Academy of Sciences
CONTENTS
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self-introduction
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Name: 高世龙(GAO shilong)�Title: Ph.D. Student, Year 1�Affiliation: Institute of Modern Physics, Chinese Academy of Sciences�Field: Accelerator Physics and RF Cavity�Contact: gaoshilong@impcas.ac.cn
Muon linac for the J-PARC muon g-2/EDM experiment
muon H-line
storage magnet
injection
Extension bld.
neutrino
hadron
MLF
Energy [MeV] | 212 |
Intensity [/s] | |
Repetition [Hz] | 25 |
Pulse length [nsec] | 10 |
Normalized εt [π mm mrad] | 1.5 |
Δp [%] | 0.1 |
KEK gun
buncher 1st cell
buncher exit
J-PARC IS
RFQ
DTL
SDTL
ACS
RFQ
IH-DTL
DAW
DLS
Background
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Mismatch ← Main cause of Emittance Change in the muon linac
design
matched �beam
mismatched �beam
X
X‘
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Beam dynamics simulation for the muon LINAC RFQ
Calculate the parameter of the upstream simulation output.
Mismatch factor vs. emittance in generated distribution.
Calculate the upstream simulation output with distortion
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2
3
(TDR distribution)
(latest distribution)
(gauss distribution)
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Task 1
generate input beam distributions
Find the range of Twiss parameters satisfying M<1
Beam dynamics simulation in RFQ by GPT
Investigate M vs Δemittance
M is the mismatch factor
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Task 1
generate input beam distributions
Find the range of Twiss parameters satisfying M<1
Beam dynamics simulation in RFQ by GPT
Investigate M vs Δemittance
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Task 1
generate input beam distributions
Find the range of Twiss parameters satisfying M<1
Beam dynamics simulation in RFQ by GPT
Investigate M vs Δemittance
asci2gdf -o "${INPUT_GDF}" "${INPUT_TXT}"
gpt -s -v -j 32 -o $OUTPUT_GDF run/RFQ_r2.in FILENAME=\"$ INPUT _GDF\"
gdf2a -w 16 -o "${OUTPUT_TXT}" "${OUTPUT_GDF}"
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Task 1
generate input beam distributions
Find the range of Twiss parameters satisfying M<1
Beam dynamics simulation in RFQ by GPT
Investigate M vs Δemittance
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Task 2
Mismatch factor of x 0.4476
Mismatch factor of y 1.1386
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Task 2 transport using the transmission matrix
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Task 2 Parameter range and Results
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Task 3 Distorted distribution
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Task 3 Different results of the two transfer methods
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Task 3
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Result
Y=0.1651x+0.2555
Y=0.2057x+0.1628
Emittance_x_in 21.08
Y=0.1466x+0.1478
Emittance_x_in 16.08
Emittance_x_in 18.63
For the distorted distribution, the emittance will increase even if the mismatch factor is 0
generated Gaussian distribution
real Gaussian distribution
distorted Gaussian distribution
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7.22 7.23 7.24 7.25 7.26
7.15 7.16 7.17 7.18 7.19
Schedule
Online meeting,
Study Linux and GPT
Calculate Twiss and emittance
Calculate mismatch factor
Generate simple particle distribution
Compute by GPT and check for correctness
get the linear relation by generate multiple input distributions
Compute the real distribution
Discover the parameter range of transport matrix
get the linear relation by adjust Twiss
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8.5 8.6 8.7 8.8 8.9
7.29 7.30 7.31 8.1 8.2
Schedule
Summer Student Program Joint Event
Summer Student Program Joint Event
Calculate Twiss and emittance of distorted Gaussian distribution
Summer Student Program Joint Event
Discover the parameter range and Compute
Prepare for presentation
Organize and document it
Organize and document it
Organize and document it
Discover the parameter range and Compute
thank you for your patience
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高世龙
August 6, 2024
中国科学院近代物理研究所
Institute of Modern Physics, Chinese Academy of Sciences