Sat Oct 20 19:35:30 2012, Markus Friedl, MicronOrigami_gross, run, run020, 300000, 20.10.2012 19:34:19, 21.10.2012 08:55:28, Good
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-40V, Ibias=73A
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
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Mon Oct 29 04:02:16 2012, Manfred Valentan, MicronBaby, run, run036, 296294, 29.10.2012 03:53:33, 29.10.2012 11:05:35, Unknown
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Micron Baby stack 2 after irradiation (intermediate strips)
HV = -100 V
I = 36 uA
DESY table shifted by 2.5mm (beam down) after beam profile was changed (to get higher intensity)
beam hitting higher APVs
Stopped when long beam off period was announced |
Mon Oct 22 19:19:53 2012, Markus Friedl, MicronOrigami_gross, run, run024, 260000, 22.10.2012 19:18:16, 23.10.2012 08:17:20 , Good
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-20V, Ibias=57uA
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
Beam shape on n side (horizontally) different than in previous runs. Number of triggers per spill is reduced to ~60k (was 200..250k before). Reason unknown. |
Sat Oct 13 06:55:47 2012, Manfred Valentan, MicronBaby, run, run002, 234019, 13.10.2012 06:50:00, 13.10.2012 13:50:40, Unknown
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Micron baby stack
HV = -100V I=5.4uA
beam on
Final DESY position (center of vertical beam profile)
Module position: 0 / -13.0 -- hitting the lower half of the sensor (centered on even APVs)
Run interrupted due to RF transmitter fault. |
Tue Oct 23 23:12:03 2012, Thomas Bergauer, MicronOrigami_gross, run, run027, 220847, 23.10.2012 23:10:14, 24.10.2012 08:19:51, Unknown
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-5V, Ibias=23.5uA
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
SPS Status during whole run: Still problems with North Area steering. means that beam position was not stable. |
Tue Oct 16 11:23:43 2012, Christian Irmler, MicronOrigami_gross, run, run012, 20k, 16.10.2012 11:16:01, 16.10.2012 12:27:03 , Unknown
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Origami Stack 2a: Origami #4, Wedge new1
reading out all 6 APV of p-side
HV = +-40V, Ibias=10.4µA
Origami 3 and Wedge old are still installed in the box, but not read out --> disconnected
beam:
p-side: centered between APV 4&5
n-side: centered between APV 2&3
--> upper left corner of Origami and wedge module --> we hit the APV chips and / or the PA0 of the Origami module
no cooling
Temperatur sensors:
- T11: Origami #4 in
- T12: Origami #4 out
- T13: Origami #3 in (wrong values!)
- T14: Origami #3 out
- T15: Wedge new 1 out
- T16: Wedge old out
- T17: Wedge new 1 cooling block
- T18: Wedge old cooling block
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Fri Oct 19 00:56:16 2012, Markus Friedl, MicronOrigami_gross, run, run017, 197899, 19.10.2012 00:54:21, 19.10.2012 14:10:02 , Good
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-50V, Ibias=76A
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
Same as run016, but timing shifted by 1 CLK to better center the peak of the shaped wafeforms for subsequent fitting during analysis.
Beam was turned off around here:
19.10.2012 08:56:12 event=193394
So better ignore the last ~5000 events for analysis.
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Mon Oct 22 00:57:05 2012, Markus Friedl, MicronOrigami_gross, run, run023, 176629, 22.10.2012 00:55:59, 22.10.2012 10:04:38, Good
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-25V, Ibias=65uA
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
No more events since 22.10.2012 07:09:53 event=176629 - spill signals removed?
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Mon Oct 15 23:26:52 2012, Marko Dragicevic, MicronOrigami_gross, run ATTENTION: wrong bias voltage, run010, 158k, 15.10.2012 23:10:40 , 16.10.2012 05:05:35, Crap
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ATTENTION: Bias voltage was +-100 V instead of +- 50 V
Same as run009.
Origami Stack 2: Origami #4, #3, Wedge new1, old
HV = +-10V
Ibias=12.3µA
beam position:
vertical: between APV 1&2 (of 6)
horizontal: centered on APV#1 -> right side of sensor -> small side of wedge sensors
Position of xy table:
x = 23, y = -25
Temperatures:
Origami #4: In=-33 degC / Out=-34 degC
Origami #3: Out=-35 degC (temperatur sensor of inlet is not working)
Wedge new 1: Out = -17 degC, cooling block = -14 degC
Wedge old: Out = -16 degC, cooling block = -14 degC
15.10.2012 22:08:31 event=0 rate=0events/s temp/curr=31.3/089.2 31.3/-16.2 31.2/-17.9 31.3/-18.2 29.9/003.6 29.9/003.1 30.0/-01.1 29.9/-01.6
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Sun Oct 21 16:04:06 2012, Markus Friedl, MicronOrigami_gross, run, run022, 151282, 21.10.2012 18:16:53, 22.10.2012 00:04:42, Good
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-30V, Ibias=70uA
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1 |
Tue Oct 16 05:24:21 2012, Christian Irmler, MicronOrigami_gross, run ATTENTION: wrong bias voltage, run011, 150k, 16.10.2012 05:19:28 , 16.10.2012 09:59:24, Crap
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ATTENTION: Bias voltage was +-100 V instead of +- 50 V
Origami Stack 2: Origami #4, #3, Wedge new1, old
HV = +-100V
Ibias=12.3µA
beam position:
vertical: between APV 1&2 (of 6)
horizontal: centered on APV#3 -> left side of sensor -> wide side of wedge sensors
Position of xy table:
x = 83, y = -25
Temperatures:
Origami #4: In=-33 degC / Out=-34 degC
Origami #3: Out=-35 degC (temperatur sensor of inlet is not working)
Wedge new 1: Out = -17 degC, cooling block = -16 degC
Wedge old: Out = -15 degC, cooling block = -15 degC
Stopped after 132658 events, because of empty gas bottle and thus insufficient cooling. |
Tue Oct 16 13:59:46 2012, Christian Irmler, MicronOrigami_gross, run, run013, 150k, 16.10.2012 13:43:05, 16.10.2012 20:21:04, Unknown
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Origami Stack 2: Origami #4, #3, Wedge new1, old
HV = +-50V
Ibias=5.2µA
beam position:
vertical: between APV 1&2 (of 6)
horizontal: centered on APV#3 -> left side of sensor -> wide side of wedge sensors
Position of xy table:
x = 83, y = -31
Temperatur sensors:
- T11: Origami #4 in
- T12: Origami #4 out
- T13: Origami #3 in (wrong values!)
- T14: Origami #3 out
- T15: Wedge new 1 out
- T16: Wedge old out
- T17: Wedge new 1 cooling block
- T18: Wedge old cooling block
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Tue Oct 16 23:35:28 2012, Christian Irmler, MicronOrigami_gross, run, run014, 150k, 16.10.2012 23:32:24, 17.10.2012 04:59:02 , Unknown
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Same as run011, but now with +- 50V bias voltage.
Origami Stack 2: Origami #4, #3, Wedge new1, old
HV = +-10V
Ibias=4.83µA
beam position:
vertical: between APV 1&2 (of 6)
horizontal: centered on APV#1 -> right side of sensor -> small side of wedge sensors
Position of xy table:
x = 23, y = -31
Temperatur sensors:
- T11: Origami #4 in
- T12: Origami #4 out
- T13: Origami #3 in (wrong values!)
- T14: Origami #3 out
- T15: Wedge new 1 out
- T16: Wedge old out
- T17: Wedge new 1 cooling block
- T18: Wedge old cooling block
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Wed Oct 17 01:21:50 2012, Marko Dragicevic, Infineon, run, run009, 150k, 15.10.2012 08:20:15, 15.10.2012 11:01:11, Unknown
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This run was not recorded in original sequence in the ELOG!!!
Infineon Stack Version 2 (no height information, BabyStrips vertical Strixel vertical)
HV = 300V I=4uA
beam on
Final DESY position (center of vertical beam profile)
Module position: 15 / 3 -- hitting lower part of baby and bottom strixels
07_baby |
0,0 |
APV1 lower, APV2 upper |
Strixel 2 |
20,8 |
Hybrid1/APV1 top-left, Hybrid1/APV2 top right, Hybrid2/APV1 bottom left, Hybrid2/APV2 bottom right |
Strixel 1 |
39,4 |
Hybrid1/APV1 top-left, Hybrid1/APV2 top right, Hybrid2/APV1 bottom left, Hybrid2/APV2 bottom right |
12_baby |
60,6 |
APV1 lower, APV2 upper |
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Sat Oct 27 21:49:08 2012, Markus Friedl, MicronOrigami_gross, run, run031, 150k, 27.10.2012 21:42:46, 28.10.2012 02:35:55 (+1h due to winter time), Good
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Belle stack 2 after gamma irrdiation
HV = +50V -50 V
I = 102 uA
CO2 cooling
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Sun Oct 28 02:51:49 2012, Markus Friedl, MicronOrigami_gross, run, run032, 150k, 28.10.2012 02:47:24, 28.10.2012 08:31:19 , Good
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Belle stack 2 after gamma irradiation
HV = +50V -50V
I = 101 uA
Bias currents absolutely stable during the whole run.
CO2 cooling
hitting APV3 (n side) = wide side of wedge sensor |
Tue Oct 30 11:05:32 2012, Markus Friedl, HPK_baby, run, run039, 150k, 30.10.2012 11:03:19, 30.10.2012 14:57:57, Unknown
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HPK baby stack after irradiation - no cooling
I = 420A and growing (warming up)
positioned centered on p and n
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)
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Fri Oct 19 00:45:52 2012, Markus Friedl, MicronOrigami_gross, run, run016, 11855, 19.10.2012 00:24:05, 19.10.2012 00:48:24, Crap
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-50V, Ibias=77A
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
Stack is now positioned on globally best performing position which should also enable reasonable tracking.
Trigger timing not perfect, needs adjustment (-1 CLK) -> new run |
Sun Oct 14 20:12:14 2012, Marko Dragicevic, Infineon, run, run007, 110k, 14.10.2012 20:07:12, 14.10.2012 21:04:12, Unknown
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Infineon Stack Version 1 (with height information, BabyStrips horizontal Strixel vertical)
HV = 300V I=3uA
beam on
Final DESY position (center of vertical beam profile)
Module position: 0 / 0 -- hitting the center of babies, between strixels
07_baby |
0,0 |
APV1 lower, APV2 upper |
Strixel 2 |
20,8 |
Hybrid1/APV1 top-left, Hybrid1/APV2 top right, Hybrid2/APV1 bottom left, Hybrid2/APV2 bottom right |
Strixel 1 |
39,4 |
Hybrid1/APV1 top-left, Hybrid1/APV2 top right, Hybrid2/APV1 bottom left, Hybrid2/APV2 bottom right |
12_baby |
60,6 |
APV1 lower, APV2 upper |
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Tue Oct 23 16:06:09 2012, Markus Friedl, MicronOrigami_gross, run, run026, 102124, 23.10.2012 16:04:47, 23.10.2012 23:04:56, Unknown
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Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-10V, Ibias=36uA
Position: APVs #2, 7, 11, 15 | # 17/18, 21, 25, 29
= p: 2DSSD #2, Origami3 #3, Origami1 #3, wedgenew #3
= n: 2DSSD #1/2, Origami3 #1, Origami1 #1, wedgenew #1
SPS Status during whole run: Still problems with North Area steering. means that beam position was not stable. |
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