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Suggestions on LEMMS Design
(Memo from Tom Armstrong to S. M. Krimigis, Don Mitchell, and Erhard Kirsch, June
16, 1993 )
As an action item from our June 1 meeting, I have undertaken a recalculation and
reoptimization of the physical parameter selection for the LEMMS 180 degree end. I report
herein the results of my work with the range energy program over the past few days.
I took as the guidelines from our discussions at the meeting that:
- High energy protons and electron observation are the most important--especially 2-20 MeV
protons and 1-10 MeV electrons. Good, robust measurements should be obtained.
- There is no compelling physical reason to optimize our design for Saturnian x-rays. The
source is probably too weak to observe. Thus, in this design I have not considered x-rays
at all.
- I have applied the usual parsimony to the design:
- Minimize the number and variety of detectors.
- Minimize the number of thresholds used.
- Reduce weight and complexity.
- I have assumed that ion implant silicon detectors are available in thicknesses of 100
and 700 microns. The stack, as you can see from the listings, is (Foil, 100 micron,
700 micron, 1400 micron--actually paired 700s, and another 700 micron). I have not used
any inert absorbing material except the thin foil covering detector D1. It is assumed that
detector A follows B in the stack.
- I haven't really looked in detail yet at the electron channels other than to observe
that they are free of ions. My range program doesn't know electrons and I haven't had a
chance to work this by hand yet. Erhard, can you examine this?
- Mostly the logic is coincidence/anticoincidence logic, and it is important that the
stack be as closely adjacent as feasible. Identical detector areas and thin mounts are
highly important in this design.
- I believe that this design will also be electronically robust and relatively resistant
to problems from noise or pile-up. Generally two-fold coincidence is used. (Yes, there is
one four-fold coincidence for A5 to remove proton responses.)
- Species-wise, the design is fairly clean. Correcting the remaining situations
(some alphas in low and high energy proton channels, for example) would be complicated and
probably not worth the added complexity.
- Final tweaks to this design could be made to even out channel widths and positions--but
these are highly constrained. It would be highly advisable in the electronic
implementation to be able to set each discriminator separately and precisely.
MIMI LEMMS 180 Degree End Provisional Thickness and Threshold
Parameters
| ABSORBER NAME |
Foil |
D1 |
D2 |
D3 |
B |
| ABSORBER THICKNESSES, MICRONS |
30.0 |
100.0 |
700.0 |
1400.0 |
700.0 |
| ABSORBER MATERIAL |
ALUM. |
SILICON |
SILICON |
SILICON |
SILICON |
| THICKNESS VARIATION, MICRONS |
0.0 |
10.0 |
10.0 |
10.0 |
10.0 |
| CONICAL HALF ANGLE, DEGREES |
22.5 |
22.5 |
22.5 |
22.5 |
22.5 |
| DETECTOR NOISE, MEV |
0.0 |
0.015 |
0.0 |
0.015 |
0.010 |
| ELECTRONIC NOISE, MEV |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
| NUMBER OF THRESHOLDS SET |
0.0 |
7.0 |
6.0 |
5.0 |
3.0 |
| THRESHOLD LEVEL NO.MEV 1 |
0.0 |
0.050 |
0.050 |
0.050 |
0.050 |
| THRESHOLD LEVEL NO.MEV 2 |
0.0 |
0.100 |
0.500 |
0.400 |
0.400 |
| THRESHOLD LEVEL NO.MEV 3 |
0.0 |
3.000 |
3.000 |
3.000 |
4.000 |
| THRESHOLD LEVEL NO.MEV 4 |
0.0 |
0.520 |
5.500 |
6.000 |
0.0 |
| THRESHOLD LEVEL NO.MEV 5 |
0.0 |
1.600 |
12.000 |
16.000 |
0.0 |
| THRESHOLD LEVEL NO.MEV 6 |
0.0 |
3.500 |
40.000 |
0.0 |
0.0 |
| THRESHOLD LEVEL NO.MEV 7 |
0.0 |
13.000 |
0.0 |
0.0 |
0.0 |
| AVERAGE PROJECTED DEPTH, MIC |
31.2 |
104.0 |
727.7 |
1455.4 |
727.7 |
| EST.RMS VARN.PROJ.DEPTH, MIC |
1.2 |
4.1 |
28.8 |
57.7 |
28.8 |
| NET RMS THICKNESS VARN. (MIC) |
1.2 |
10.8 |
30.5 |
58.5 |
30.5 |
| LOWER LIMIT THICKNESS (MIC) |
30.0 |
93.1 |
697.2 |
1396.9 |
697.2 |
| UPPER LIMIT THICKNESS (MIC) |
32.4 |
114.8 |
758.2 |
1513.9 |
758.2 |
*7/8/93 - Eliminate P1 and P2 (covered on the 0º end).
Figures
(Fax reply from E. Kirsch, June 22, 1993)
Many thanks for recalculation of the LEMMS ion channels which cover now the most
interesting energy ranges very nicely.
I have the following comments:
- In the Canberra catalog I found that fully depleted detectors are only available from
150 m (=D1) onward.
- I do not know presently whether we can get Al-foils of 30 m
thickness as used in your calculation.
- I would prefer to reduce the conical half angle of the telescope from 22.5º to 15º.
Then we could use the old size of the aperture for the Canberra detectors.
- The used detectors and absorbers can be seen on the enclosed figure.
- The present design uses 20 discriminators: 9 proton, 5 a, 3
oxygen, and 3 electron channels are realized.
- For the electron channels I propose the following logic:
E1 = (D13)
· D21 · (D31)~= 0.22 - 0.48 MeV
E2 = (D13) · D21 · D31 · (D41)
~= 0.48 - 1.00 MeV
E3 = (D13) · D21 · D31 · D41 ·
(C11) ~= 1.0 - 5.0 MeV
E4 = (D13) · D21 · D31 · C11 ·
(B11) ~= 5.0 - 20.0 MeV
(From the opposite end of LEMMS we have a fifth electron channel E = A · B · C = 1.5
- 10.5 MeV). I will try to determine the above listed energy thresholds more precisely by
using the energy range-diagrams by Berger et al.
- I found also that the discriminators D11 and B2 are not used for
the ion channels. Therefore I propose to realise just one x-ray channel. The
signals of the detectors D2, D31+32, D4 could be switched
in parallel to a discriminator Dx1 (=30 keV) and we could measure the
anticoincidence Dx1 · (Dx2) where Dx2 = 150 keV.
- Thus we use altogether 20 discriminators and realise 22 channels with the High Energy
Telescope of LEMMS.
Please let me know your comments.
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Updated 6/10/08, T. Hunt-Ward
tizby@ftecs.com