fragment mass analyzer (fma) @ argonne n.l.lise.nscl.msu.edu/9_10/fma.pdf · outlook and...
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Fragment Mass Analyzer (FMA) @ Argonne N.L.
OT, 09/14/15, East Lansing 1
Version 9.10.177 from 09/11/2015
Link: Separator “FMA” @ ANL
FMA extended configuration
Documentation
FMA files location
Optics
Optimization
Angular Acceptance
Momentum Acceptance
Experiment 32S (115 MeV) + 58Ni
Open questions
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FMA documentation sources
OT, 09/14/15, East Lansing 2
1.
2. COSY file with FMA settings example kindly provided by Darek Seweryniak (ANL)
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FMA files location @ LISE++ package
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→ FMA extended for the reaction 32S(115MeV)+58Ni(0.4 mg/cm2)
→ FMA extended configuration
LISE++ file
LISE++ configuration
Recommended!
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FMA optics settings
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FMA aperture and slit settings
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These aperture parameters are used to obtain angular
and momentum acceptances of the separator.
This settings list can be produced in LISE++ using menu “Experimental
Settings -> Optics -> Optics settings: View and Print”
slits apertures
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FMA optics
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• LISE++ does not provide information for mass dispersion
• So, this value can not be used for optimization constraint
• Quad values have been taken from COSY optimization
• All matrices have been calculated inside LISE++
Final global matrices
obtained with
LISE++
COSY
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FMA optics
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Almost zero
angular dispersion
zero angular dispersion
Will be zoomed on the next page
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FMA 1st order matrix elements (zoom)
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FP – double focus, double achromatic
vertical focus
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Attempt to optimize FMA optics without mass dispersion;
keeping work after that with COSY Quad values
OT, 09/14/15, East Lansing 9
Optics fit was good. All constraints done!
But… no more any dispersion in the final focal
plane including charge dispersion
See right plots for this optics, and compare with the previous page
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Angular Acceptance
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Settings
Beam dialog
Monte Carlo
options
Monte Carlo Transmission settings
Coming to the FP
See details for angular acceptance with the next link http://lise.nscl.msu.edu/9_8/SE_blocks.pdf#page=5
Angular acceptance is equal
to ±41.2 x ±41.4 mrad,
that corresponds to 5.36 msr
Initial emittance gated on the
final focal plane
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Angular Acceptance : Results
OT, 09/14/15, East Lansing 11
X’
Y’
Intensity
lost
http://lise.nscl.msu.edu/9_10/FMA_beam.lpp
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Angular Acceptances transmission benchmarks
12
“Distribution” methodWith set Angular Acceptances
“Monte Carlo ” methodWith set Angular Acceptances
No bounds
“Monte Carlo ” methodNo Angular Acceptances
WITH bounds
OT, 09/14/15, East Lansing
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Momentum Acceptance
OT, 09/14/15, East Lansing 13
Intensity
lost
∆P/P = ± 7.05 %
(∆E/E = ± 14.1 %)
Corresponds to the
Dipole X-aperture
± 100 mm
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FMA acceptances benchmark
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Emittance corresponding
to the acceptances
“Distribution” methodWith set Angular Acceptances
“Monte Carlo ” method; No Angular Acceptances; WITH bounds
Transmission 77.3%
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Charge state selection
OT, 09/14/15, East Lansing 15
http://lise.nscl.msu.edu/9_10/FMA_beam.lpp
Analytical solution
Monte Carlo solution
Very thin target
for charge state
simulation
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Envelopes : LISE++ Monte Carlo solution
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NIM B70 (1992) 358 LISE++
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Envelopes : LISE++ analytical solution
OT, 09/14/15, East Lansing 17
NIM B70 (1992) 358 LISE++
X’
Y’
X
Y
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Experiment 32S (115 MeV) + 58Ni
18OT, 09/14/15, East Lansing
LISE++ settings
Beam
Target
Production mechanism
File: FMA_32S_58Ni.lpp
NIM B70 (1992) 358
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Experiment 32S (115 MeV) + 58Ni : fusion-residue reaction
19OT, 09/14/15, East Lansing
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Horizontal distribution @ Final Focal plane
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NIM B70 (1992) 358LISE++
Analytical solution
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Experiment 32S (115 MeV) + 58Ni : Monte Carlo solution
OT, 09/14/15, East Lansing 21
Horizontal projection(this X-inverted plot is used on the next page )A
=8
7 Q
=1
8
A=
87
Q=
17
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Horizontal distribution @ Final Focal plane
OT, 09/14/15, East Lansing 22
NIM B70 (1992) 358LISE++
Monte Carlo solution
A=
87
Q=
18 A
=8
7 Q
=1
7
A=
87
Q=
19
A=
86
Q=
18
A=
84
Q=
17
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Experiment 32S (115 MeV) + 58Ni : 87Mo isotopes transmission
23OT, 09/14/15, East Lansing
87Mo isotopes @ FP (tuning for 87Mo18+) : transmission 14.8 %87Mo isotopes @ FP (tuning for 87Mo16+) : transmission 20.9 %
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Outlook and Acknowledgement
24OT, 09/14/15, East Lansing
1. Mass & charge dispersion values calculation
2. Using Mass & charge dispersion values for optimization
Open Questions:
Acknowledgement:
to Darek Seweryniak for documents and files providing,
to Mauricio Portillo with COSY actions