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Suppose we place two 8-chip modules in the location where the barrel
layers will be later. How many tracks will these modules see?
The short anwer is: for a central Au-Au collision, a module
measuring 64mm by 7.0 cm located at 2.5cm would see 94 tracks,
and such a unit at 5.0 cm would see 29 tracks.
This scales of course roughly with 1/r2
The vertex resolution in Z is roughly the pixel size (400 um) divided by
sqrt(12), divided by sqrt(number of particles)
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Here are the details, showing cumulative cuts:
AncSvx->Draw("YGLOBAL:XGLOBAL","
abs(LAYER)<=4")
There are 21980 entries from 2 central AuAU events. |
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AncSvx->Draw("YGLOBAL:XGLOBAL","
LAYER==1 &&
EVENT>0")
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AncSvx->Draw("YGLOBAL:XGLOBAL","
LAYER==1 &&
EVENT>0 &&
abs(ZGLOBAL)<3.5")
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AncSvx->Draw("YGLOBAL:XGLOBAL","
LAYER==1 &&
EVENT>0 &&
abs(ZGLOBAL)<3.5 &&
abs(YGLOBAL)<0.32")
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AncSvx->Draw("YGLOBAL:XGLOBAL","
LAYER==1 &&
EVENT>0 &&
abs(ZGLOBAL)<3.5 &&
abs(YGLOBAL)<0.32 &&
XGLOBAL>0")
Layer 1 is at 2.5 cm. |
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AncSvx->Draw("YGLOBAL:XGLOBAL","
LAYER==2 &&
EVENT>0 &&
abs(ZGLOBAL)<3.5 &&
abs(YGLOBAL)<0.32 &&
XGLOBAL>0")
Layer 2 is at r=5 cm. |
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Short answer: Per AuAu collision, 82 tracks
will be seen by 4 planes
of the ldrd detector
Details: Bounded by bottom of station 1, top of station 4. Cut at station 4: y>6.4cm Station 1 bound y<8.7cm |
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| 166 entries in station 4, for y>6.4 (so that they also hit station 1 |
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| Bounded by layer 4, x<3.5, which is x<1.97 cm at station 1 |
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| 163 entries in station 1, for y<8.7 (so that they also hit
station 4, and abs(x)<1.97. This is statistically the same as
we saw in station 4.
The same procedure requiring track to go through stations 1-3 only (|x|<2.26, y<10.20)gives 198 hits. (99 per event) |
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