ID |
Date |
Author |
Project![down down](down.png) |
Subject |
Run Number |
Events |
StartTime |
EndTime |
Data |
52
|
Tue Oct 23 08:22:42 2012 |
Markus Friedl | MicronOrigami_gross | run | run025 | 100000 | 23.10.2012 08:21:37 | 23.10.2012 13:47:09 | Good | Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-15V, Ibias=47uA
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 |
53
|
Tue Oct 23 13:50:44 2012 |
Markus Friedl | MicronOrigami_gross | cal | cal025 | 83800 | 23.10.2012 13:47:09 | 23.10.2012 14:35:05 | Good | Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-15V, Ibias=48uA
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 |
54
|
Tue Oct 23 15:55:58 2012 |
Markus Friedl | MicronOrigami_gross | cal | cal026 | 83800 | 23.10.2012 14:56:47 | 23.10.2012 15:42:17 | Good | 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 |
55
|
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 | 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. |
|
56
|
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 | 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. |
57
|
Wed Oct 24 08:25:04 2012 |
Thomas Bergauer | MicronOrigami_gross | cal | cal027 | 83800 | 24.10.2012 08:22:25 | 24.10.2012 09:10:19 | Unknown | 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 |
58
|
Wed Oct 24 09:51:41 2012 |
Thomas Bergauer | MicronOrigami_gross | cal | cal028 | 83800 | 24.10.2012 09:50:53 | 24.10.2012 10:39:43 | Unknown | Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-2.5V, Ibias=14.5uA
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 |
59
|
Wed Oct 24 17:24:40 2012 |
Thomas Bergauer | MicronOrigami_gross | run ohne Strom ;-( | run028 | | | | Unknown |
Belle Stack 4: 2 DSSD -z, Origami #3, #1, wedge new #2
HV = +-2.5V, Ibias=14.5uA
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
NO DATATAKING BECAUSE OF POWER FAILURE AT NIM CRATE (counter finster, warum?). Georg schaut sich das an, sobald in der zone access ist.
Auch AnnekathrinPC ist nicht erreichbar.
|
63
|
Sat Oct 27 19:36:24 2012 |
Markus Friedl | MicronOrigami_gross | cal | cal031 | 83800 | 27.10.2012 19:59:50 | 27.10.2012 20:44:38 | Good | Belle stack 2 after irradiation
HV = +50V -50V
I = 112 µA
CO2 cooling |
64
|
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 | Belle stack 2 after gamma irrdiation
HV = +50V -50 V
I = 102 uA
CO2 cooling
|
65
|
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 | 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 |
66
|
Sun Oct 28 08:37:53 2012 |
Christian Irmler | MicronOrigami_gross | run | run033 | 66937 | 28.10.2012 08:33:42 | 28.10.2012 14:10:43 | Unknown | Belle stack 2 after gamma irradiation
HV = +50V -50V
I = 101 uA
CO2 cooling
hitting APV2 (n side) = center of wedge sensor
Temperatur sensors:
- T11: Origami #4 in
- T12: Origami #4 out
- T13: Origami #3 in (still 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
|
Attachment 1: temp_run33.JPG
| ![temp_run33.JPG temp_run33.JPG](../testbeam-SPS12/121028_084620/temp_run33.JPG) |
Attachment 2: temp_run33_2.JPG
| ![temp_run33_2.JPG temp_run33_2.JPG](../testbeam-SPS12/121028_084632/temp_run33_2.JPG) |
77
|
Tue Oct 30 17:24:01 2012 |
Markus Friedl | MicronOrigami_gross | cal | cal040 | 83800 | 30.10.2012 17:20:28 | 30.10.2012 17:54:09 | Unknown | Cooling for 2DSSD established after some struggle.
2DSSD fully read out with cooling
HV= +40 V -40 V I = 2 uA
Beam position: none
Positions of thermal sensors:
11 Kapillare Anfang
12 Kapillare Ende
13 ---
14 unmittelbar nach Kapillare
15 Origami in
16 Origami out
17 Origami -z
18 Origami CE
Strip order:
n-Seite: rechts (Salev) nach links (Jura)
p-Seite: oben nach unten
APV chips with lower noise:
-z ce
p-side #5 #10 (= pos 4)
n-side #13 (= pos1) #19 (= pos 3)
![](data:image/png;base64,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)
|
78
|
Tue Oct 30 18:35:51 2012 |
Christian Irmler | MicronOrigami_gross | run | run040 | 100k | 30.10.2012 18:23:21 | 30.10.2012 21:55:53 | Unknown | Cooling for 2DSSD established after some struggle.
2DSSD fully read out with cooling
HV= +40 V -40 V I = 2.1 uA
Beam position:
Origami -z
p-side: APV #5
n-side: APV #13 (= pos.1 of -z)
Positions of thermal sensors:
11 Kapillare Anfang
12 Kapillare Ende
13 ---
14 unmittelbar nach Kapillare
15 Origami in
16 Origami out
17 Origami -z
18 Origami CE
Strip order:
n-Seite: rechts (Salev) nach links (Jura)
p-Seite: oben nach unten
APV chips with lower noise:
-z ce
p-side #5 #10 (= pos 4)
n-side #13 (= pos1) #19 (= pos 3) |
Attachment 1: temperatures_run040.jpg
| ![temperatures_run040.jpg temperatures_run040.jpg](../testbeam-SPS12/121030_183515/temperatures_run040.jpg) |
79
|
Tue Oct 30 22:15:41 2012 |
Markus Friedl | MicronOrigami_gross | run | run041 | 100k | 30.10.2012 22:09:13 | | Unknown | Cooling for 2DSSD established after some struggle.
2DSSD fully read out with cooling
HV= +40 V -40 V I = 1.84 uA
Beam position:
Origami ce:
p-side: APV #10 (= pos 4)
n-side: APV #19 (= pos 3)
Positions of thermal sensors:
11 Kapillare Anfang
12 Kapillare Ende
13 ---
14 unmittelbar nach Kapillare
15 Origami in
16 Origami out
17 Origami -z
18 Origami CE
Strip order:
n-Seite: rechts (Salev) nach links (Jura)
p-Seite: oben nach unten
APV chips with lower noise:
-z ce
p-side #5 #10 (= pos 4)
n-side #13 (= pos1) #19 (= pos 3)
|
Attachment 1: temperatures_run041.jpg
| ![temperatures_run041.jpg temperatures_run041.jpg](../testbeam-SPS12/121030_221629/temperatures_run041.jpg) |
2
|
Fri Oct 12 19:42:36 2012 |
Christian Irmler | MicronBaby | Configuration of normal stack | | | | | Unknown | Micron baby stack with all strips connected to APV chips
n-side faces the beam, p-side not read out.
Channels counting from bottom to top
Modules as seen by the beam:
Module name z-position [mm] Sensor ID
COMM-1 0.0 B2Micron_2965_10_baby2
COMM-2 24.7 B2Micron_2965_14_baby2
SPRAY-1 49.4 B2Micron_2825_05_baby3
SPRAY-2 75.5 B2Micron_2825_05_baby4
COMB-1 100.9 B2Micron_2965_10_baby4
COMB-2 135.0 B2Micron_2965_14_baby4
ATOLL-1 159.0 B2Micron_2965_14_baby3
ATOLL-2 183.7 B2Micron_2965_17_baby3 |
Attachment 1: micronbaby_stack_geometry.jpg
| ![micronbaby_stack_geometry.jpg micronbaby_stack_geometry.jpg](../testbeam-SPS12/121012_194157/micronbaby_stack_geometry.jpg) |
3
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Fri Oct 12 22:00:52 2012 |
Christian Irmler | MicronBaby | cal | cal001 | 83800 | 12.10.2012 21:16:33 | 12.10.2012 21:59:02 | Good | 12.10.2012 21:16:33 event=0 Disk space: Needed=0.00 GB, Available=206.59 GB, Total=931.51 GB
12.10.2012 21:16:33 event=0 DAQ start (mode: Calibration Scan)
12.10.2012 21:16:33 event=0 Init NECO... done
12.10.2012 21:16:34 event=0 Init APVs... done
12.10.2012 21:16:37 event=0 Send 10 dummy triggers to initialize APV pedestals... done
12.10.2012 21:16:37 event=0 Init FADCs... done
12.10.2012 21:16:37 event=0 Taking 600 pedestal events
12.10.2012 21:16:45 event=599 Pedestal and Noise evaluation done - switching to Calibration Scan
12.10.2012 21:17:39 event=2459 rate=8events/s temp/curr=32.7/097.5 32.7/-08.2 32.7/-08.3 32.8/-08.3 31.2/001.6 31.2/001.7 31.2/001.6 31.2/001.4
12.10.2012 21:18:43 event=4023 rate=8events/s temp/curr=32.6/097.3 32.7/-08.2 32.7/-08.5 32.7/-08.3 31.1/001.6 31.1/001.6 31.1/001.6 31.1/001.6
12.10.2012 21:19:49 event=5600 rate=50events/s temp/curr=32.7/097.5 32.6/-08.3 32.6/-08.3 32.6/-08.3 31.1/001.6 31.1/001.6 31.1/001.6 31.1/001.6
12.10.2012 21:20:53 event=7990 rate=7events/s temp/curr=32.6/097.5 32.6/-08.2 32.6/-08.5 32.6/-08.3 31.1/001.6 31.0/001.6 31.1/001.6 31.0/001.6
12.10.2012 21:21:59 event=8694 rate=6events/s temp/curr=32.5/097.3 32.6/-08.2 32.6/-08.5 32.6/-08.3 31.1/001.6 31.0/001.6 31.0/001.6 31.0/001.6
12.10.2012 21:23:02 event=11116 rate=66events/s temp/curr=32.5/097.3 32.6/-08.3 32.5/-08.3 32.5/-08.3 31.0/001.4 31.0/001.7 31.0/001.6 31.0/001.6
12.10.2012 21:24:06 event=13095 rate=7events/s temp/curr=32.5/097.3 32.5/-08.3 32.5/-08.3 32.5/-08.3 31.0/001.6 30.9/001.6 31.0/001.6 31.0/001.6
12.10.2012 21:25:08 event=15105 rate=5events/s temp/curr=32.4/097.5 32.5/-08.3 32.5/-08.3 32.5/-08.3 31.0/001.6 30.9/001.6 30.9/001.6 31.0/001.6
12.10.2012 21:26:13 event=16444 rate=7events/s temp/curr=32.5/097.3 32.4/-08.3 32.4/-08.3 32.5/-08.3 30.9/001.6 30.9/001.6 31.0/001.6 31.0/001.6
12.10.2012 21:27:22 event=18050 rate=6events/s temp/curr=32.4/097.5 32.4/-08.3 32.4/-08.5 32.4/-08.5 30.9/001.6 30.9/001.6 30.9/001.6 30.9/001.6
12.10.2012 21:28:25 event=19878 rate=8events/s temp/curr=32.4/097.3 32.4/-08.3 32.4/-08.3 32.4/-08.3 30.7/001.6 30.9/001.6 30.9/001.6 30.7/001.6
12.10.2012 21:29:26 event=21875 rate=7events/s temp/curr=32.3/097.3 32.3/-08.2 32.4/-08.3 32.3/-08.3 30.7/001.4 30.7/001.6 30.7/001.6 30.7/001.6
12.10.2012 21:30:28 event=24200 rate=50events/s temp/curr=32.3/097.3 32.3/-08.2 32.3/-08.3 32.3/-08.5 30.7/001.6 30.7/001.7 30.7/001.6 30.7/001.6
12.10.2012 21:31:33 event=26300 rate=50events/s temp/curr=32.4/097.5 32.3/-08.2 32.4/-08.3 32.3/-08.3 30.7/001.6 30.7/001.7 30.7/001.6 30.7/001.6
12.10.2012 21:32:41 event=28400 rate=9events/s temp/curr=32.3/097.3 32.3/-08.3 32.2/-08.3 32.3/-08.3 30.7/001.6 30.7/001.6 30.7/001.6 30.6/001.6
12.10.2012 21:33:43 event=30300 rate=50events/s temp/curr=32.3/097.5 32.3/-08.3 32.3/-08.3 32.3/-08.3 30.7/001.6 30.7/001.6 30.7/001.6 30.7/001.6
12.10.2012 21:34:46 event=32242 rate=42events/s temp/curr=32.2/097.5 32.3/-08.3 32.2/-08.5 32.3/-08.3 30.7/001.6 30.7/001.7 30.7/001.6 30.6/001.4
12.10.2012 21:35:50 event=34167 rate=67events/s temp/curr=32.2/097.3 32.3/-08.3 32.2/-08.3 32.2/-08.3 30.7/001.6 30.7/001.6 30.7/001.6 30.7/001.4
12.10.2012 21:36:54 event=35928 rate=7events/s temp/curr=32.2/097.3 32.2/-08.3 32.0/-08.3 32.2/-08.3 30.6/001.4 30.7/001.6 30.7/001.6 30.6/001.4
12.10.2012 21:37:54 event=38470 rate=8events/s temp/curr=32.0/097.5 32.2/-08.3 32.2/-08.3 32.2/-08.3 30.6/001.6 30.6/001.6 30.6/001.6 30.6/001.6
12.10.2012 21:39:00 event=40751 rate=1events/s temp/curr=32.2/097.5 32.2/-08.2 32.2/-08.3 32.2/-08.3 30.6/001.6 30.6/001.6 30.6/001.6 30.6/001.6
12.10.2012 21:40:04 event=42861 rate=7events/s temp/curr=32.2/097.5 32.2/-08.3 32.2/-08.3 32.2/-08.3 30.6/001.6 30.6/001.6 30.6/001.6 30.6/001.6
12.10.2012 21:41:05 event=44950 rate=50events/s temp/curr=32.2/097.5 32.2/-08.2 32.0/-08.3 32.2/-08.3 30.5/001.6 30.6/001.6 30.6/001.6 30.6/001.6
12.10.2012 21:42:10 event=47954 rate=4events/s temp/curr=32.2/097.5 32.2/-08.2 32.2/-08.5 32.2/-08.3 30.5/001.6 30.5/001.6 30.5/001.6 30.5/001.6
12.10.2012 21:43:18 event=49909 rate=7events/s temp/curr=32.2/097.3 32.0/-08.3 32.2/-08.3 32.2/-08.3 30.5/001.6 30.5/001.6 30.6/001.6 30.5/001.6
12.10.2012 21:44:17 event=52950 rate=68events/s temp/curr=32.0/097.3 32.2/-08.3 32.0/-08.3 32.0/-08.3 30.5/001.6 30.5/001.6 30.5/001.6 30.5/001.6
12.10.2012 21:45:17 event=55800 rate=50events/s temp/curr=32.2/097.3 32.2/-08.2 32.2/-08.3 32.2/-08.3 30.4/001.6 30.5/001.6 30.5/001.6 30.5/001.6
12.10.2012 21:46:18 event=59281 rate=31events/s temp/curr=32.2/097.5 32.2/-08.2 32.2/-08.5 32.0/-08.3 30.5/001.6 30.5/001.6 30.5/001.6 30.5/001.6
12.10.2012 21:47:19 event=61723 rate=73events/s temp/curr=32.0/097.5 32.0/-08.2 32.2/-08.5 32.0/-08.3 30.4/001.6 30.5/001.6 30.5/001.6 30.4/001.6
12.10.2012 21:48:20 event=64750 rate=60events/s temp/curr=32.0/097.3 32.2/-08.2 32.0/-08.5 32.0/-08.5 30.5/001.6 30.5/001.6 30.5/001.6 30.4/001.6
12.10.2012 21:49:21 event=66450 rate=50events/s temp/curr=32.0/097.3 32.2/-08.3 32.0/-08.3 32.0/-08.3 30.5/001.6 30.5/001.7 30.4/001.6 30.5/001.6
12.10.2012 21:50:23 event=69850 rate=2events/s temp/curr=32.0/097.5 32.0/-08.3 32.0/-08.5 32.0/-08.3 30.5/001.6 30.4/001.6 30.5/001.6 30.5/001.6
12.10.2012 21:51:23 event=73142 rate=7events/s temp/curr=32.0/097.3 32.2/-08.3 32.0/-08.3 32.0/-08.3 30.4/001.6 30.5/001.6 30.4/001.6 30.4/001.4
12.10.2012 21:52:33 event=74250 rate=5events/s temp/curr=32.0/097.3 31.9/-08.2 32.0/-08.3 32.0/-08.3 30.4/001.6 30.4/001.6 30.4/001.6 30.4/001.6
12.10.2012 21:53:43 event=75006 rate=30events/s temp/curr=32.0/097.3 32.0/-08.3 32.0/-08.3 32.0/-08.3 30.4/001.6 30.4/001.6 30.4/001.6 30.4/001.4
12.10.2012 21:54:45 event=76973 rate=6events/s temp/curr=32.0/097.3 32.0/-08.3 32.0/-08.5 32.0/-08.3 30.4/001.6 30.4/001.6 30.3/001.6 30.4/001.6
12.10.2012 21:55:49 event=78788 rate=6events/s temp/curr=32.0/097.5 31.9/-08.2 31.9/-08.3 32.0/-08.3 30.4/001.6 30.4/001.6 30.3/001.6 30.4/001.6
12.10.2012 21:56:57 event=80261 rate=7events/s temp/curr=32.0/097.5 31.9/-08.2 31.9/-08.3 32.0/-08.3 30.4/001.4 30.4/001.6 30.4/001.6 30.4/001.6
12.10.2012 21:57:58 event=82550 rate=64events/s temp/curr=31.9/097.3 32.0/-08.3 31.9/-08.3 31.9/-08.3 30.4/001.6 30.4/001.6 30.4/001.6 30.3/001.6
12.10.2012 21:58:54 event=83800 Processing calibration data... done
12.10.2012 21:58:55 event=83800 Writing calibration file D:\cern12\micronbaby\data\cal001.cal...done
12.10.2012 21:59:02 event=83800 DAQ stop (mode: Calibration Scan)
12.10.2012 21:59:02 event=83800 Writing properties file D:\cern12\micronbaby\data\cal001.pro...done
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4
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Fri Oct 12 23:10:14 2012 |
Christian Irmler | MicronBaby | run | run001 | 333000 | 12.10.2012 23:05:19 | 13.10.2012 06:29:00 | Good | Micron baby stack
HV = -100V I=5.8uA
beam on
Final DESY position (center of vertical beam profile)
Module position: 0 / +5.0 -- hitting the upper half of the sensor (centered on odd APVs) |
7
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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 | 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. |
13
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Sun Oct 14 02:00:12 2012 |
Manfred Valentan | MicronBaby | Configuration of intermediate stack | | | | | Unknown | Micron baby stack with every other strip connected to APV chips
n-side faces the beam, p-side not read out.
Channels counting from bottom to top
Modules as seen by the beam:
Module name z-position [mm] Sensor ID
COMM-I-1 0.0 B2Micron_2965_16_baby2
COMM-I-2 26.0 B2Micron_2965_17_baby2
SPRAY-I-1 50.4 B2Micron_2825_15_baby2 (known issue: I2C-error of APV3)
SPRAY-I-2 76.2 B2Micron_2825_15_baby3
COMB-I-1 101.8 B2Micron_2965_16_baby4
COMB-I-2 136.8 B2Micron_2965_17_baby4
ATOLL-I-1 161.0 B2Micron_2965_10_baby3
ATOLL-I-2 185.3 B2Micron_2965_13_baby3 |
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