ID |
Date |
Author |
Target/No.# |
Source |
Station |
Module |
Target Oven W.O# |
Heat Shield W.O# |
Status |
Subject |
1010
|
Thursday, May 30, 2024, 16:00 |
Aaron Schmidt | | LP-FEBIAD | | | 44692-4 | 45235-18 | In progress | Conditioning spare FEBIAD | Anode short repaired (Should be :) )
Thursday, May 30, 2024, 15:56: Roughing.
Thursday, May 30, 2024, 16:10: Waterline FS#5 open. Vacuum ok & roughing down.
Bypassed IG1. TGHT / TBHT @ 5 A. Ok.
Anode to 100 V. Ok.
Thursday, May 30, 2024, 16:12: TGHT / TBHT / Anode to 0. Bypass removed.
Thursday, May 30, 2024, 16:26: TP1B on.
Thursday, May 30, 2024, 16:33: TP1A on.
Thursday, May 30, 2024, 16:41: IG1 on.
Friday, May 31, 2024, 08:50: Anode to 400 V. OK. Tapped back down. Vacuum @ 5.07e-07T
Friday, May 31, 2024, 09:12 increasing TGHT TBHT to 440 230A at 1A/30s- dn
Friday, May 31, 2024, 10:20 at ~130A, increased heating rate to 1.4A/10s - dn
Friday, May 31, 2024, 11:22 anode increased to 200V, TGHT TBHT at 440 230A. increasing TBHT to 290A
Friday, May 31, 2024, 11:38 ANODE shorted to hvc at TBHT=286A
Friday, May 31, 2024, 11:39 decreased TBHT to 285A. waiting to reestablish ANODE voltage.
Friday, May 31, 2024, 11:48 decreased TBHT to 280A, waiting to reestablish ANODE voltage.
Friday, May 31, 2024, 12:59 decreased TBHT to 275A, waiting to reestablish ANODE voltage.
Friday, May 31, 2024, 12:09 decreased TBHT to 270A, waiting to reestablish ANODE voltage. ---> recovered after 2 min at 270
Friday, May 31, 2024, 14:09 decreased TGHT TBHT to 0 for target removal monday.
Monday, June 03, 2024, 09:04 TP1A TP1B off. Waiting 30min for turbo pumps to slow, prior to venting to atmosphere.
Monday, June 03, 2024, 10:07 venting. VV1 open.
|
1009
|
Friday, May 17, 2024, 17:24 |
Brady Borrmann | UC# | LP-FEBIAD | ITE | | 44692-4 | 45235-18 | In progress | Conditioning Spare Development Target | Friday, May 17, 2024, Spare FEBIAD Development target installed
Friday, May 17, 2024, 17:00: Roughing
Friday, May 17, 2024, 17:38: TP1B started.
Friday, May 17, 2024, 17:43 TP1B Green. OK.
Friday, May 17, 2024, 17:46 : TP1A on.
Friday, May 17, 2024, 17:54 : TP1A Green. OK.
Tuesday, May 21, 2024, 09:47 : TP1A and TP1B switched off. Source tray calibrated leak to be removed.
Tuesday, May 21, 2024, 10:13 : VV1 open for venting to atmospheric pressure.
Tuesday, May 21, 2024, 11:26 : Source tray calibrated leak removed, target calibrated leak connected to gas line. Chamber closed, roughing valves open. Roughing down.
Tuesday, May 21, 2024, 12:02 TP1B on
Tuesday, May 21, 2024, 12:04: TP1A on.
Tuesday, May 21, 2024, 15:12 gradually raising BIAS/EL/EE voltages to 50kV/25kV/2kV.
Tuesday, May 21, 2024, 15:58 increasing BIAS to 50+kV, watching for sparks.
Tuesday, May 21, 2024, 16:38: voltage stable at 55kV. after 10 minutes, of high voltage with no sparks, dropping the voltages to 0V.
Wednesday, May 22, 2024, 11:36: increasing voltage BIAS/EL/EE to 30kV/15kV/1.5kV.
Wednesday, May 22, 2024, 11:56 gradually increasing COIL to 80A, letting vacuum recover as necessary.
Wednesday, May 22, 2024, 13:31: COIL to 90A, recovering vacuum.
Wednesday, May 22, 2024, 16:58 increasing TGHT TBHT to 440A/290A at 1A/30s. reducing COIL to 0A and voltages to 0V overnight
Thursday, May 23, 2024, 11:14 : increasing voltage BIAS/EL/EE to 30kV/13kV/1.5kV.
Thursday, May 23, 2024, 11:33: Sensor on beam line vacuum TMSIG6 not working. reports bad vacuum, despite both TMSTP6 TMSTP2 running at full speed. Likely that vacuum is at appropriate level.
Thursday, May 23, 2024, 11:35: turning on optics and confirming correct tune. --- cannot do this due to interlock on TP6. investigating problem. -- switched to filament 2 on control panel
Thursday, May 23, 2024, 13:14: after setting magnet to argon-40, running degaussing script for coil / anode optimization - measure_id= 6220. heat map at bottom. . optimal point at 120V 40A (local maximum)
Thursday, May 23, 2024, 13:45: allowing vacuum to recover after scan. vacuum during scan was approximately 4e-6 T
Thursday, May 23, 2024, 13:57 running mass scan with gas on - 2024-05-23-14-25 LP FEBIAD backup leak 1.txt
Thursday, May 23, 2024, 14:29 mass scan gas off (purged) - 2024-05-23-15-03 LP FEBIAD backup leak 2.txt
Thursday, May 23, 2024, 15:04 increasing tght tbht to 490A 320A
Thursday, May 23, 2024, 15:26: when at TGHT TBHT = 461A/313A, the anode power supply began current limiting (shorted to hvc)
Thursday, May 23, 2024, 15:28 cooling to 460A/310A
Thursday, May 23, 2024, 15:35 cooling to 450A/300A
Thursday, May 23, 2024, 15:44 stopped cooling at 455A/305A as the anode became UNshorted.
Thursday, May 23, 2024, 16:19 mass scan with gas off - 2024-05-23-16-18 LP FEBIAD backup leak 3.txt
Thursday, May 23, 2024, 16:21 gas on - mass scan - 2024-05-23-16-51 LP FEBIAD backup leak 4.txt
Thursday, May 23, 2024, 16:52 : increasing TGHT TBHT again to test anode shorting threshold: - shorted at: 458A/308A. then decreased to 450A/300A, did not UNshort until after a few minutes at that current. shorted when increased to 456/306
Thursday, May 23, 2024, 17:22 decreasing voltages to 0V
Thursday, May 23, 2024, 11:14 : increasing voltage BIAS/EL/EE to 30kV/13kV/1.5kV.
Tuesday, May 28, 2024, 12:59 cooling target to 0A. will remove target to attempt fix on anode short.
Tuesday, May 28, 2024, 17:17 TGHT TBHT at 0A. TP1A and TP1B off.
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)
|
1008
|
Thursday, May 02, 2024, 13:45 |
Dave Neilson | - | LP-SIS | | | 44691-8 | 45235-26 | In progress | Mass marker testing | Wednesday, May 01, 2024, 12:44: pumped down to rough vacuum, TP1B now on.
Wednesday, May 01, 2024, 12:49: TP1A on.
Thursday, May 02, 2024, 9:10: water cooling on. no effect on vacuum
Thursday, May 02, 2024, 10:02: TGHT and TBHT heating to 100A/100A at 1A/30s
Thursday, May 02, 2024, 11:02: TGHT and TBHT heating to 230A/230A at 1.4A/10s
Thursday, May 02, 2024, 13:53: increasing BIAS to 30kV, EE to 2500V, EZL to 13kV
Thursday, May 02, 2024, 14:11: increasing TGHT to 280A.
Thursday, May 02, 2024, 14:18 seeing a few sparks decreasing BIAS temporarily
Thursday, May 02, 2024, 14:25 sparks continued. decreased TGHT to 260A and saw them subside. increasing bias again.
Thursday, May 02, 2024, 14:42 conducting mass scan - 2024-05-02-15-05 mm LPSIS a.txt
Thursday, May 02, 2024, 15:09 increased COIL to 20A. mass scan repeated. 2024-05-02-15-37 mm LPSIS b.txt
Thursday, May 02, 2024, 15:38 decreasing TGHT to 230A, COIL at 0A
Thursday, May 02, 2024, 15:43: repeating mass scan. 2024-05-02-16-09 mm LPSIS c.txt * no signal. very unexpected.
Thursday, May 02, 2024, 16:10: increased COIL to 20A, repeating mass scan. 2024-05-02-16-35 mm LPSIS d.txt
Thursday, May 02, 2024, 16:35 decreasing BIAS, EE, EZL to 0V
Thursday, May 02, 2024, 16:50 increasing TGHT to 290A at 1A/30s, to be left hot overnight.
Friday, May 03, 2024, 10:26 increasing BIAS to 30kV, EE to 2500V, EZL to 13kV
Friday, May 03, 2024, 10:50 conducting mass scan, COIL at 0A - 2024-05-03-11-19 mm LPSIS e.txt
Friday, May 03, 2024, 11:19 increasing COIL to 20A. repeating mass scan - 2024-05-03-11-47 mm LPSIS f.txt
Friday, May 03, 2024, 11:47 increasing COIL to 40A. repeating mass scan - 2024-05-03-12-21 mm LPSIS g.txt
Friday, May 03, 2024, 12:22 decreasing TGHT to 260A.
Friday, May 03, 2024, 12:32 mass scan: - 2024-05-03-12-59 mm LPSIS g.txt <- accidentally labeled g. cannot change
Friday, May 03, 2024, 13:01 decreased COIL to 20A. mass scan: 2024-05-03-13-30 mm LPSIS i.txt
Friday, May 03, 2024, 13:31 decreased COIL to 0A. mass scan: 2024-05-03-13-59 mm LPSIS j.txt
Friday, May 03, 2024, 14:01 reducing TGHT to 230A. mass scan: 2024-05-03-14-37 mm LPSIS k.txt
Friday, May 03, 2024, 14:38 increasing coil to 20A. mass scan: 2024-05-03-15-14 mm LPSIS l.txt
Friday, May 03, 2024, 15:15 increasing coil to 40A. mass scan: 2024-05-03-15-42 mm LPSIS m.txt
Friday, May 03, 2024, 15:43 COIL -> 0A. decreasing EE EZL BIAS to 0V.
Friday, May 03, 2024, 15:59 decreasing TGHT and TBHT to 0A at 1A/30s
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1007
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Friday, April 26, 2024, 13:49 |
Aaron Schmidt | TiC#7 | HP-FEBIAD | ITW | TM4 | 45447-5 | 45235-15 | In progress | Conditioning TiC#7 | FM-SW calibrated leak installed.
Friday, April 26, 2024, 13:48: Roughing.
Friday, April 26, 2024, 14:20: TP1B started.
Friday, April 26, 2024, 14:26: TP1B Green. OK.
Friday, April 26, 2024, 14:30: TP1A on.
Monday, April 29, 2024, 08:44: Vacuum @ 4.58e-07T. Waterline FS#5 open. Vacuum ok.
Monday, April 29, 2024, 08:50: Power / sources on. Tap up check. TGHT / TBHT to 5 / 5 A. BIAS / EE / EZL to 1 / -0.5 / 1 kV. Anode to 100 V. Coil to 4 A. Ok. Tap back down.
Monday, April 29, 2024, 10:44: IV4 open.
-BB:
Monday, April 29, 2024, 11:07: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Monday, April 29, 2024, 11:12: BIAS / EE / EZL @ 40 / -1.8 -2.0 / 17 kV.
Monday, April 29, 2024, 11:19: BIAS / EE / EZL @ 43 / -2.0 / 19 kV.
Monday, April 29, 2024, 11:23: BIAS / EE / EZL @ 45 / -2.0 / 19 kV.
Monday, April 29, 2024, 11:27: BIAS / EE / EZL @ 47.5 / -2.2 / 22 kV.
Monday, April 29, 2024, 11:33: BIAS / EE / EZL @ 50 / -2.5 / 25 kV.
Monday, April 29, 2024, 12:05: 30 minutes @ 50 kV. 3 sparks at the very end. 2 inside and 1 outside.
Monday, April 29, 2024, 12:09: BIAS / EE / EZL @ 30 / -1.5 / 13 kV. Vacuum @ 4.67e-07T. Start tapping up coil.
Monday, April 29, 2024, 12:32: Coil @ 80 A. Tapped up manually at 4 A per min approx. Vacuum @ 5.2e-07T
Monday, April 29, 2024, 14:00: Vacuum @ 7.20e-07T (30-60 min depending on whether the out gassing levels or begins to decrease)
Monday, April 29, 2024, 14:02: Coil @ 0 A.
Monday, April 29, 2024, 14:05: Anode @ 100 V.
Monday, April 29, 2024, 14:07: Anode @ 200 V.
Monday, April 29, 2024, 14:09: Anode @ 500 V.
Monday, April 29, 2024, 14:11: Anode @ 0 V.
Monday, April 29, 2024, 14:33: HV @ 0 V.
Monday, April 29, 2024, 14:34: Auto-ramping TGHT / TBHT to 350 / 150 @ 2A per minute.
Tuesday, April 30, 2024, 07:18: Auto-ramping TGHT / TBHT to 580 / 290 @ 2A per minute.
Tuesday, April 30, 2024, 13:44: Gas lines purged & refilled with Ar.
Tuesday, April 30, 2024, 13:48: optics set.
Tuesday, April 30, 2024, 13:51: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Tuesday, April 30, 2024, 13:56: Anode @ 100 V. Coil @ 20 A
Tuesday, April 30, 2024, 13:59: Reset / Cfg MB1
Tuesday, April 30, 2024, 14:40: Initial mass & wire scans complete.
Tuesday, April 30, 2024, 15:07: Argon gas lines purged.
Tuesday, April 30, 2024, 15:07: Mass scan repeated.
Tuesday, April 30, 2024, 15:42: Gas on. Magnet set to 40.1 mass/charge. Anode & coil vs fc6 output optimization scan started. 0-90A coil and 0-400V anode.
Tuesday, April 30, 2024, 15:55: Vacuum is noticeably rising. If it reaches 5e-6T, will terminate the scan.
Tuesday, April 30, 2024, 15:59: rate of increase appears to be slowing and reaching a plateau.
Tuesday, April 30, 2024, 16:01: optimization data at measure_id=6058. image at bottom.
Tuesday, April 30, 2024, 16:03: COIL and anode set to 0. decreasing BIAS/EZL/EE to 0V
Tuesday, April 30, 2024, 16:12: decreasing TGHT TBHT at 1A/30s to 0
Wednesday, May 01, 2024, 09:38: TP1B and TP1A turned off, winding down
Wednesday, May 01, 2024, 10:1: VV1 open, venting. Water cooling off. purged lines
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)
|
1006
|
Wednesday, April 24, 2024, 16:21 |
Dave Neilson | | LP-SIS | | | 44691-8 | 45235-26 | | | Wednesday, April 24, 2024, 16:20: Target assembly installed.
Wednesday, April 24, 2024, 16:20: VV1 closed. Pumping down to rough vacuum
Wednesday, April 24, 2024, 16:21: Water cooling on. Seal on lines confirmed.
Thursday, April 25, 2024, 09:14 TP1A and TP1B on
Thursday, April 25, 2024, 15:45: Vacuum seems to be stalled at 1e-5 T. Resetting turbo pumps has no noticeable effect. TP1B is emitting a soft high pitched tone / ringing. Now venting chamber to reset target assembly and water cooling seals.
|
1005
|
Friday, April 19, 2024, 11:33 |
Dave Neilson | - | LP-FEBIAD | | | 44692-4 | 42972-10 | In progress | Development target test - Calibrated leak - Anode mode | Friday, April 19, 2024, 11:32: assembly installed in test stand. VV1 closed, pumping down
Friday, April 19, 2024, 11:56: TP1A and TP1B on.
Friday, April 19, 2024, 12:34: water cooling on. no effect on vacuum.
Friday, April 19, 2024, 12:34: Argon gas set to 0.5 bar. No effect on vacuum.
Monday, April 22, 2024, 09:24 beginning TGHT TBHT ramp to 440A/290A at 1A/30s. COIL increased to 80A for conditioning. vacuum monitored.
Monday, April 22, 2024, 09:47: vacuum peaks at ~8e-7 T.
Monday, April 22, 2024, 10:49 vacuum recovered and stable at 4.2e-7 T.
Monday, April 22, 2024, 10:49 TGHT TBHT ramp rate toward 440/290 increased to 1.4A/10s. COIL increased to 90A for conditioning. vacuum continues to be closely monitored.
Monday, April 22, 2024, 11:39 TGHT TBHT have reached 440/290. Waiting for vacuum to drop to stable value. Currently at 1.12e-6 T.
Monday, April 22, 2024, 13:10: vacuum stable at 9.9e-7 T
Monday, April 22, 2024, 13:11 increasing bias to 30kV
Monday, April 22, 2024, 14:30 Unintentionally, TBHT had been increased to 230 instead of 290. Increasing to 290.
Monday, April 22, 2024, 14:40. BIAS sparking. Decreasing bias and increasing COIL back to 90A to condition. (spark frequency approximately 1/min)
Monday, April 22, 2024, 15:12 increasing TGHT TBHT to 490/320 for conditioning - monitoring vacuum and bias closely
Monday, April 22, 2024, 15:23 prior to vacuum recovering, bias sparked again. decreasing to 25kV while vacuum recovers.
Monday, April 22, 2024, 15:37 vacuum plateaued at 2.5e-6T
Monday, April 22, 2024, 16:50 Vacuum significantly decreased to ~1.5e-6. increased bias to 30kV to observe argon beam activity. looks normal. data to be collected tomorrow after vacuum down further. Sparks were still observed at 30kV although significantly less frequently. (1/5min)
Monday, April 22, 2024, 16:52 decreasing bias to 0 V
Tuesday, April 23, 2024, 09:24 Vacuum at 9.6e7 T. decreasing COIL to 0, increasing bias to 30 kV
Tuesday, April 23, 2024, 09:51 BIAS at 30kV, no sparks seen.
Tuesday, April 23, 2024, 09:58. Argon gas on. COIL at 40A, ANODE at 200V. Using short mass scan to find Ar-40 peak.
Tuesday, April 23, 2024, 10:33: ran degaussing script in anode mode - measure_id=6018
Tuesday, April 23, 2024, 10:36 COIL set to 80A, ANODE at 340V, BIAS at 29 660 V.
Tuesday, April 23, 2024, 10:37 mass scan
Tuesday, April 23, 2024, 10:57 closed sv4, open sv1. to pump down argon gas lines. then closed sv5 and sv1.
Tuesday, April 23, 2024, 10:57 mass scan
Tuesday, April 23, 2024, 11:19 TGHT TBHT decreased to 440 290
Tuesday, April 23, 2024, 11:35 mass scan
Tuesday, April 23, 2024, 11:49 turned argon gas back on
Tuesday, April 23, 2024, 11:50 mass scan
Tuesday, April 23, 2024, 12:13 decreasing bias to 0 V
Tuesday, April 23, 2024, 12:33 decreasing TGHT TBHT to 100A at 1.4A/10s
Tuesday, April 23, 2024, 13:29 decreasing TGHT TBHT to 0A at 1A/30s
Tuesday, April 23, 2024, 14:13 increasing bias to test HV
Tuesday, April 23, 2024, 15:00 when bias was at ~50kV, epics shut down at the test stand computer. Internet disconnected. there were two sparks over ~10min at 50kV, but there was no spark at the same time as the epics shut down
Tuesday, April 23, 2024, 15:05 It appears that this also actuated BV1B and BV6, then turning off TP1B and TP6 turbo pumps.
Tuesday, April 23, 2024, 15:16: continuing to increase HV remotely, while monitoring closely for any sparks. the HV appears to be stable.
Tuesday, April 23, 2024, 15:20 at 54.6 kV, the bias current rapidly increased from 0.02mA to 0.135mA. There was no decrease in voltage and no accompanying spark. HV was decreased until current dropped, before increasing HV again.
Tuesday, April 23, 2024, 16:01 decreased bias to 0V.
Tuesday, April 23, 2024, 16:01 Turbo pumps restarted.
Wednesday, April 24, 2024, 09:25 TP1B and TP1A off. winding down to begin venting
Wednesday, April 24, 2024, 10:47 VV1 open. venting. |
1004
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Wednesday, April 17, 2024, 14:16 |
Aaron Schmidt | Empty (Online) | LP-FEBIAD | ITW | TM4 | 45447-24 | 42972-8 | In progress | Conditioning empty FEBIAD for online use - Run 2 | https://elog.triumf.ca/TIS/Test-Stand/1003
EE Issue resolved. TS closed up.
Wednesday, April 17, 2024, 14:08: IV4 opened. Vacuum @ 5.26e-07T.
Wednesday, April 17, 2024, 14:12: TGHT / TBHT manually tapped up to 5 / 5 A.
Wednesday, April 17, 2024, 14:13: BIAS / EE / EZL @ 2.5 / -1.0 / 1.0 kV. Ok.
Wednesday, April 17, 2024, 14:15: Anode to 100 V. Ok. Coil PS is still.
Wednesday, April 17, 2024, 14:19: Rear cage reopened. Coil PS on. Coil @ 5 A. Ok. Gas on in the morning.
Wednesday, April 17, 2024, 14:21: Auto-ramping TGHT / TBHT to 350 / 150 A @ 2 A per min. Coil back to 0 A.
Thursday, April 18, 2024, 05:57: Auto-ramping TGHT / TBHT to 580 / 290 A @ 2 A per min.
Thursday, April 18, 2024, 08:26: Gas lines purged & reopened full of Ar.
Thursday, April 18, 2024, 08:39: Optics set with common tune.
Thursday, April 18, 2024, 08:48: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Thursday, April 18, 2024, 08:50: Begin mass & wire scans w/o Anode & Coil
Thursday, April 18, 2024, 08:55: MB1 appears to be tripped & out of sync.
Thursday, April 18, 2024, 08:57: Switched MB1 PS off, controller off. Restart them. PS on, then controller. Reset on epics & Can Diagnostics TMS:HallMB1 (cfg)
Thursday, April 18, 2024, 08:59: MB1 ready. Continue testing / mass scan.
Thursday, April 18, 2024, 09:37: Anode to 100 V. Coil to 20 A.
Thursday, April 18, 2024, 10:15: Set optics to Dave's previous tune.
Thursday, April 18, 2024, 10:49: Primary mass & wire scans set complete.
Thursday, April 18, 2024, 11:01: Anode & Coil to 0. Scanning w/ Dave's previous tune.
Thursday, April 18, 2024, 11:52: BIAS / EE / EZL to 0 kV. Gas lines closed. IV4 closed.
Thursday, April 18, 2024, 11:53: Begin auto-cooling @ 2 A per min.
Friday, April 19, 2024, 06:56: Power off. IG1 off. TP1B & TP1A off.
Friday, April 19, 2024, 09:03: VV1 open - venting |
Attachment 1: 2024_-_ITW-_TM4_LP_FEBIAD_-_2.docx
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1003
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Monday, April 15, 2024, 14:35 |
Aaron Schmidt | | | | | | | Problems/Solutions | TSH:EE Issues | Monday, April 15, 2024, 14:33: On Friday it was noted that the EE was being troublesome. If we put -500 V on the EE the PS would deliver -1000 V. However it would slowly trickle downward. elog:1002.
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)
Tom H. had a look at it this afternoon & determined the PS is operating, however the signal going to it is peculiar. Controls group as been notified as well. Awaiting further response.
Tuesday, April 16, 2024, 16:09: Full epics & PLC restart needed. All TP & RP shut down.
Tuesday, April 16, 2024, 17:45: Restart RP. TP1B on. TP6 & TP2 on.
Tuesday, April 16, 2024, 17:49: TP1A on.
Tuesday, April 16, 2024, 17:55: Restarted TP6.
Tuesday, April 16, 2024, 18:05: Long sigh* TP6 was in soft start mode. Controller put back to regular start. TP6 started.
Tuesday, April 16, 2024, 18:08: IG1 & IG6 on.
Wednesday, April 17, 2024, 10:25: IG, TP, & RP, off.
Wednesday, April 17, 2024, 13:03: RP on.
Wednesday, April 17, 2024, 13:14: TP1A on.
Wednesday, April 17, 2024, 13:07: TP6, TP2, & TP1B on.
Wednesday, April 17, 2024, 13:23: IG6 & IG1 on.
Wednesday, April 17, 2024, 13:25: EE to -500V. Read back on Epics -500V. PS direct @ -500V
Wednesday, April 17, 2024, 13:26: EE to -1500V. Read back on Epics -1500V. PS direct @ -1500V
Wednesday, April 17, 2024, 14:07: EE was brought back to 0V. ISAC TS closed up & ready for operation.
|
1002
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Tuesday, April 09, 2024, 16:01 |
Aaron Schmidt | Empty (Online) | LP-FEBIAD | ITW | TM4 | 45447-24 | 42972-8 | In progress | Conditioning empty FEBIAD for online use | Tuesday, April 09, 2024, 15:25: Roughing.
Wednesday, April 10, 2024, 05:41: TP1B on.
Wednesday, April 10, 2024, 05:47: TP1A on.
Wednesday, April 10, 2024, 06:01: IG1 on.
Wednesday, April 10, 2024, 12:21: Waterline FS#5 open. Vacuum stable @ 1.23e-06T.
Wednesday, April 10, 2024, 12:25: Power / sources on.
Wednesday, April 10, 2024, 12:32: TGHT / TBHT @ 5/5A tapped up & back down manually. Ok.
Wednesday, April 10, 2024, 12:33: Anode @ 25 V, Coil @ 10 A. Tapped up & down manually. Ok.
Wednesday, April 10, 2024, 12:35: BIAS / EE / EZL @ 1 / -0.5 / 1 kV. Tapped up & down manually. Ok.
Wednesday, April 10, 2024, 12:37: Vacuum @ 1.19e-06T. Ok, but will allow to drop further.
Thursday, April 11, 2024, 10:21: Gas lines open.
Thursday, April 11, 2024, 10:34: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Thursday, April 11, 2024, 10:38: BIAS / EE / EZL @ 40 / -2.0 / 17 kV.
Thursday, April 11, 2024, 10:41: Significant sparking for about 5 seconds. BIAS / EE / EZL @ 43 / -2.0 / 19 kV.
Thursday, April 11, 2024, 10:42: BIAS / EE / EZL @ 45 / -2.0 / 19 kV.
Thursday, April 11, 2024, 10:46: BIAS / EE / EZL @ 47.5 / -2.2 / 22 kV. Sparking again. On the spark gap.
Thursday, April 11, 2024, 10:56: BIAS / EE / EZL @ 50 / -2.5 / 25 kV.
Thursday, April 11, 2024, 11:26: 30 minutes @ 50 kV. 2 sparks in that time. The second spark tripped the optics & IG6. They were reset.
Thursday, April 11, 2024, 11:31: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Thursday, April 11, 2024, 11:38: HV tapped to 0 kV.
Thursday, April 11, 2024, 11:39: Vacuum @ 8.27e-07T.
Thursday, April 11, 2024, 13:03: BIAS / EE / EZL @ 30 / -1.5 / 13 kV. Vacuum @ 8.16e-07T.
Thursday, April 11, 2024, 13:26: Coil @ 80 A. Tapped up manually at 4 A per min approx.
Thursday, April 11, 2024, 13:28: Vacuum @ 1.01e-06T
Thursday, April 11, 2024, 13:57: Vacuum @ 2.96e-06T
Thursday, April 11, 2024, 14:19: Coil @ 0 A.
Thursday, April 11, 2024, 14:21: Anode @ 100 V.
Thursday, April 11, 2024, 14:22: Anode @ 200 V.
Thursday, April 11, 2024, 14:24: Anode @ 500 V.
Thursday, April 11, 2024, 14:28: Anode @ 0 V.
Thursday, April 11, 2024, 14:32: HV to 0 kV.
Friday, April 12, 2024, 06:30: Auto-ramping TGHT / TBHT to 580 / 290 A @ 2 A per min.
Friday, April 12, 2024, 13:23: Auto-ramping aborted. TGHT @ 556 A, Vacuum @ 4.94e-06T. Allow 20 min for stabilization.
Friday, April 12, 2024, 13:44: Auto-ramping TGHT to 580 A @ 2 A per min. Vacuum @ 4.57e-06T.
Friday, April 12, 2024, 14:15: Aborted auto-ramp. Vacuum @ 5.20e-06T. Will manually tap up.
Friday, April 12, 2024, 14:32: BIAS / EE / EZL @ 30 / -1.5 / 13 kV. Vacuum @ 5.31e-06T. The extraction electrode is acting up. Doubling the voltage on what is input. Add 50 V on the slider, 100 V will go to the readback.
Friday, April 12, 2024, 14:49: HV back to 0 kV.
Friday, April 12, 2024, 15:12: EE Troubleshooting. Cage open & multiple tests to adjust the voltage.
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)
Friday, April 12, 2024, 15:19: Auto-cooling @ -2 A per min
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)
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Attachment 1: EE_issue_-_Conditioning_LP-FEBIAD_ITW-TM4.docx
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Attachment 2: 2024_-_ITW-_TM4_LP_FEBIAD.docx
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1001
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Tuesday, April 09, 2024, 15:28 |
Aaron Schmidt | | | | | | | | Set to Anode BIAS Mode & Old gas leak installed. | Switched to Anode mode on March 28 including polarity. The old calibrated leak was also re-installed. |
1000
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Thursday, April 04, 2024, 10:38 |
Dave Neilson | | LP-SIS | | | 44691-8 | 45235-26 | Done | Mass marker testing | Thursday, April 04, 2024, 09:49: Target inserted yesterday, April 3. mass marker tube connections carefully confirmed. Vacuum roughed, turbo pumps switched on at end of day. Water cooling turned on this morning.
Thursday, April 04, 2024, 09:52 : Vacuum at 6.4e-6. Not low enough to bypass lockout for TGHT TBHT ramp.
Thursday, April 04, 2024, 11:31 increasing the coil current to 30A, causing the vacuum to increase, waiting for vacuum to recover.
Thursday, April 04, 2024, 12:41 vacuum recovered but is at 6e-6 Torr. Changed Good Vacuum parameter in the target heater autoramp to 6.5e-6 and am increasing TGHT TBHT to 100A 100A at 1A/30s. Bad vacuum parameter left set at 7e-6 T
Thursday, April 04, 2024, 12:51 Vacuum continuing to drop. 5.7e-6T
Thursday, April 04, 2024, 14:26 ramping TGHT TBHT to 230A/230A at 1.4A/10s. vacuum stable at 5.6e-6T
Thursday, April 04, 2024, 14:48 increasing bias to 30kV
Thursday, April 04, 2024, 15:00 performing mass scan, range up to ~150. Coil at 0A. TGHT TBHT at 230/230 -- 2024-04-04-15-30 mm LPSIS 1.txt
Thursday, April 04, 2024, 15:31 increasing COIL current to 20A. repeating mass scan. 2024-04-04-15-56 mm LPSIS 2.txt
Thursday, April 04, 2024, 15:57 vacuum has increased over the course of the mass scan to 7e-6T. decreasing coil to 0A, and decreasing TGHT to 180A at 1.4A/10s
Thursday, April 04, 2024, 16:11 performing mass scan. coil at 0A, TGHT TBHT at 180/230 -- 2024-04-04-16-38 mm LPSIS 3.txt
Thursday, April 04, 2024, 16:39 increasing coil to 20A. repeating mass scan. -- 2024-04-04-17-05 mm LPSIS 4.txt
Thursday, April 04, 2024, 17:07 increasing TGHT to 230A at 1.4A/10s - - waiting for vacuum to settle and will compare results to salt output tomorrow
Thursday, April 04, 2024, 17:51 decreasing bias to 0
Friday, April 05, 2024, 09:27 increasing bias to 30kV -- epics crashed
Friday, April 05, 2024, 10:44 epics back, resuming bias increase to 30kV
Friday, April 05, 2024, 10:59 running mass scan for 'after overnight hot' data point ---2024-04-05-11-26 mm LPSIS 5.txt
Friday, April 05, 2024, 11:26 increased coil current to 20A, conducting mass scan. --- 2024-04-05-11-56 mm LPSIS 6.txt
Friday, April 05, 2024, 11:57 decreased coil current to 10A, conducting mass scan ---- 2024-04-05-12-25 mm LPSIS 7.txt
Friday, April 05, 2024, 12:26 increasing TGHT to 260A
Friday, April 05, 2024, 12:36 conducting mass scan with coil current at 0A ---- 2024-04-05-13-02 mm LPSIS 8.txt
Friday, April 05, 2024, 13:03 conducting mass scan with coil current at 20A ---- 2024-04-05-13-31 mm LPSIS 9.txt
Friday, April 05, 2024, 13:31 conducting mass scan with coil current at 10A ---- 2024-04-05-13-59 mm LPSIS 10.txt
Friday, April 05, 2024, 14:00 ramping TGHT to 290A
Friday, April 05, 2024, 14:06 conducting mass scan with coil current at 0A ---- 2024-04-05-14-32 mm LPSIS 11.txt
Friday, April 05, 2024, 14:33 conducting mass scan with coil current at 10A ---- 2024-04-05-15-00 mm LPSIS 12.txt
Friday, April 05, 2024, 15:01 conducting mass scan with coil current at 20A --- 2024-04-05-15-27 mm LPSIS 13.txt
Friday, April 05, 2024, 15:33 conducting mass scan with coil current at 30A --- 2024-04-05-16-01 mm LPSIS 14.txt
Friday, April 05, 2024, 16:02 conducting mass scan with coil current at 40A ---- 2024-04-05-16-31 mm LPSIS 15.txt
Friday, April 05, 2024, 16:32 conducting mass scan with coil current at 50A --- 2024-04-05-17-00 mm LPSIS 16.txt
Friday, April 05, 2024, 17:01 coil reduced to 0A. decreasing TGHT TBHT to 0 0 at 1A/30s, decreasing bias to 0
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999
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Thursday, March 14, 2024, 17:43 |
Dave Neilson | | LP-FEBIAD | | | 44692-4 | 42972 | | Calibrated Leak Development | Thursday, March 14, 2024, 15:39: Roughing
Thursday, March 14, 2024, 16:20:TP1B on
Thursday, March 14, 2024, 16:40: TP1A on
Thursday, March 14, 2024, 16:51: IG1 on
Thursday, March 14, 2024, 17:28: Waterline FS#5 open
Friday, March 15, 2024, 13:19: Gradually increased BIAS to 25kV, then up to 50kV more slowly. Accompanied by increase in EZL voltage.
Friday, March 15, 2024, 13:50: Periodically increased BIAS voltage in 100V increments watching for sparks. Decrease BIAS whenever sparks. settled at 51.5 kV (cannot increase further without sparking), left at high voltage.
Friday, March 15, 2024, 15:48: Decreasing BIAS to 10kV
Friday, March 15, 2024, 16:28: ran coil at 80A until vacuum recovered.
Friday, March 15, 2024, 19:29: decrease coil to 0A, decrease BIAS to 0V
Monday, March 18, 2024, 10:08 increasing TGHT/TBHT to 440A/290A at 1A/30s
Monday, March 18, 2024, 16:00 increasing COIL to 40A, waiting for vacuum to return to normal
Monday, March 18, 2024, 21:05: decreasing COIL to 0A
Tuesday, March 19, 2024, 09:35: increased COIL to 40A.
Tuesday, March 19, 2024, 10:17: increased TDH:ANODE (cathode mode) to (-)200V
Tuesday, March 19, 2024, 10:20: increasing BIAS to 30kV
Tuesday, March 19, 2024, 13:12: turned on gas. vacuum jumped up and tripped everything off. gas was immediately turned back off. TGHT and TBHT were off for approximately 1 minute before being turned back on.
Tuesday, March 19, 2024, 13:46: cooling. need to investigate possible leaks.
Tuesday, March 19, 2024, 15:58: TGHT and TBHT at 0A. Turbo pumps turned off. waiting to slow before venting.
Tuesday, March 19, 2024, 16:20 venting
Wednesday, March 20, 2024, 14:47: Target assembly was removed today and the tube from the inlet to the calibrated leak was replaced. Now reinstalled, roughing. Gas was turned on at ~0.2 bar during roughing. No effect on vacuum.
water cooling also turned on.
Wednesday, March 20, 2024, 14:53 Turbo pumps turned on.
Wednesday, March 20, 2024, 20:24: begin ramping TGHT TBHT to 440/290A at 1A/30s
Thursday, March 21, 2024, 09:54: Target heated, vacuum good. Tested gas to ensure there is no noticeable effect on vacuum. Lines subsequently vented through the line roughing pump.
Thursday, March 21, 2024, 09:55 Optics switched on. increasing cathode to 200V and coil to 40A. Watching vacuum, checking beam tune
Thursday, March 21, 2024, 10:20 ramping BIAS to 30kV
Thursday, March 21, 2024, 11:14 : scanned, data recorded
Thursday, March 21, 2024, 11:14 cathode reduced to 100V. scanned
Thursday, March 21, 2024, 11:32: coil reduced to 20A. scanned.
Thursday, March 21, 2024, 11:50 cathode increased to 200V. scanned
Thursday, March 21, 2024, 12:07 coil increased to 40A. Argon gas on (-0.8bar at regulator). scanned
Thursday, March 21, 2024, 12:31 reducing bias to 0kV
Thursday, March 21, 2024, 13:02 argon regulator pressure increased to -.64bar
Thursday, March 21, 2024, 13:05 increasing bias to 30kV
Thursday, March 21, 2024, 13:15: vented lines, scanning
Thursday, March 21, 2024, 13:35 gas on. scanning
Thursday, March 21, 2024, 15:05 cathode at 100V, scanning
Thursday, March 21, 2024, 15:20 coil at 20A, scanning
Thursday, March 21, 2024, 15:55 coil off. scanning
Thursday, March 21, 2024, 16:10 cathode off, scanning
Thursday, March 21, 2024, 17:23 - bias down. changing gas pressure
Friday, March 22, 2024, 09:08 increasing bias, checking tune, increasing cathode to 200V, coil to 40A, EZL to 13kV
Friday, March 22, 2024, 09:48 gas vented, scanned, gas on, scanned.
Friday, March 22, 2024, 09:48 decreasing bias to 0V, changing gas pressure.
Friday, March 22, 2024, 10:12 pressure at 1bar.abs. increased bias to 30kV, checked beam tune, cathode to 200V, coil to 40A, EZL to 13kV
Friday, March 22, 2024, 10:13 gas on. scanning
Friday, March 22, 2024, 10:33 decrease bias, changing pressure.
Friday, March 22, 2024, 10:57 gas line pressure at 1.5bar.a. increasing bias to 30kV, checking beam tune, cathode to 200V, coil to 40A, EZL to 13kV
Friday, March 22, 2024, 11:42 decreased bias, changing pressure.
Friday, March 22, 2024, 11:52 gas line pressure at ~2bar.a increasing bias to 30kV, checking beam tune, cathode to 200V, coil to 40A, EZL to 13kV
Friday, March 22, 2024, 15:40 bias down to 0V. reducing TGHT TBHT to 0/0
Monday, March 25, 2024, 09:30 Turbo pumps turned off
Monday, March 25, 2024, 10:00 venting chamber, purged water lines.
Monday, March 25, 2024,11:00 removed target assembly
Monday, March 25, 2024,13:00 replaced target assembly, began roughing
Monday, March 25, 2024,13:50: turned on water cooling. Vacuum stable. Turned on turbo pumps.
Monday, March 25, 2024, 15:16 turned on optics elements, cathode to 200V, coil to 80A, EZL to 13kV. monitoring vacuum. Gas leak test shows no effect on vacuum (5e-6T).
Monday, March 25, 2024, 15:22: Ramping TGHT TBHT to 440/290A at 1A/30s
Tuesday, March 26, 2024, 10:32 Ran mass scans with gas off and on.
Tuesday, March 26, 2024, 10:32 scanning parameter space for optimal beam output - cathode voltage and coil current.
Tuesday, March 26, 2024, 15:29 ramping TBHT to 300A, scanning
Tuesday, March 26, 2024, 16:10 ramping TBHT to 310A, scanning
Tuesday, March 26, 2024, 16:40 ramping TBHT to 320A, scanning
Wednesday, March 27, 2024, 09:25 - ramping bias to 30kV
Wednesday, March 27, 2024, 09:40 scanning cathode / coil parameter space to optimize output --- highest output at 200V 60A - 200V 62A - magnet drifted and is not right at Ar peak. corrected. scan repeated
Wednesday, March 27, 2024, 10:31 scanning cathode / coil parameter space to optimize output
Wednesday, March 27, 2024, 11:02 mass scan with 200V 62A cathode coil.
Wednesday, March 27, 2024, 11:17 - lines evacuated. mass scan.
Wednesday, March 27, 2024, 11:40 bias to 0V. change gas pressure
Wednesday, March 27, 2024, 11:50 bias to 30kV. mass scan
Wednesday, March 27, 2024, 12:10 bias to 0V. change gas pressure
Wednesday, March 27, 2024, 12:21 bias to 30kV. mass scan
Wednesday, March 27, 2024, 12:31 bias to 0V. change gas pressure
Wednesday, March 27, 2024, 12:43 Ramping bias to 30kV.
Wednesday, March 27, 2024, 15:00 bias to 0V. changing pressure to .5 bar.
Wednesday, March 27, 2024, 15:13 bias at 30kV.
Wednesday, March 27, 2024, 15:13 increasing TGHT to 468A (~2250W) - mass scan - monitoring vacuum. stable at 6e-7T
Wednesday, March 27, 2024, 15:39 increasing TGHT to 490A (~2500W) - mass scan - monitoring vacuum. stable at 6e-7T
Wednesday, March 27, 2024, 16:23 reduced cathode voltage to 50V to record the electron current (17.09mA). mass scan taken with coil at 35A
Wednesday, March 27, 2024, 16:35 ramping down BIAS to 0V.
Wednesday, March 27, 2024, 16:38 decreasing TGHT TBHT to 0A 0A at 1A/30s in preparation to switch to anode mode in the morning.
Thursday, March 28, 2024, 13:59 - Switched to anode mode
Thursday, March 28, 2024, 13:59 - ramping TGHT and TBHT to 100A at 1A/30s
Thursday, March 28, 2024, 14:37 increasing BIAS to 30kV
Thursday, March 28, 2024, 14:47 - ramping TGHT/TBHT to 440A/290A at 1A/7s
Thursday, March 28, 2024, 15:56 mass scan with 200V 62A cathode coil. gas on at 0.5 bar. (bias at 29.8kV)
Thursday, March 28, 2024, 15:56 mass scan with 200V 62A cathode coil. gas vented. (bias at 29.8kV)
Thursday, March 28, 2024, 16:29 ramping TGHT/TBHT to 490A/320A at 1.4A/10s
Thursday, March 28, 2024, 16:36 mass scan with 200V 62A cathode coil. gas on at 0.5 bar. (bias at 29.8kV)
Thursday, March 28, 2024, 16:56 mass scan with 200V 62A cathode coil. gas vented. (bias at 29.8kV)
Thursday, March 28, 2024, 17:13 dropping bias to 0
Thursday, March 28, 2024, 17:14 cooling tght and tbht at 1A/30s |
998
|
Monday, February 26, 2024, 10:24 |
Aaron Schmidt | | | | | | | Problems/Solutions | TMS:RP2 purge. TS exhaust clearing. + TMS:TP6 | Monday, February 26, 2024, 10:12:
While attempting to cycle FC0, noticed that the turbo pumps TMS:TP6 & TMS:TP2 were off, with TP2 being tripped off. The vacuum on TMS:CG2A sat around 0.825T although RP2 was running. The ballast plug has since been removed to allow for a 2 hour purge of the roughing pump.
Thursday, February 29, 2024, 13:10: Backing pressure still had not stabilized. RP2 removed & taken to Vacuum Group.
Wednesday, March 06, 2024, 10:28:
Tip seals were replaced by Vacuum Group. Roughing.
Wednesday, March 06, 2024, 10:31: TMS:TP6 & TMS:TP2 on.
Wednesday, March 06, 2024, 10:49: TP6 has tripped twice. TP2 ok.
Wednesday, March 06, 2024, 12:25: Venting. TP6 is not operating above 3 krpm.
Vacuum Group acquired TP6. It was nearly seized.
Wednesday, March 06, 2024, 14:57: Varian 551 pump installed from the furnace behind the TS. Roughing.
Friday, March 08, 2024, 06:58: Soft start initiated.
Friday, March 08, 2024, 08:47: TP6 at speed. |
997
|
Tuesday, February 20, 2024, 14:22 |
Aaron Schmidt | | | | | | | | Set to Cathode BIAS Mode | Tuesday, February 20, 2024, 14:20: TS to wired to Cathode BIAS mode as per ISK4563D.
Monday, March 11, 2024, 13:59: Power supply polarity switched to negative. |
996
|
Friday, February 16, 2024, 10:30 |
Aaron Schmidt | SiC# (Stock) | HP-FEBIAD | | | 45447-4 | 45235-21 | In progress | Conditioning stock SiC HP FEBIAD | Friday, February 16, 2024, 10:30: Roughing
Friday, February 16, 2024, 17:38: TP1B on.
Friday, February 16, 2024, 17:47: TP1A on.
Friday, February 16, 2024, 17:55: IG1 on. New Coil PS was installed.
Tuesday, February 20, 2024, 07:51: Waterline FS#5 open.
Tuesday, February 20, 2024, 07:58: Cage closed. PS on.
Tuesday, February 20, 2024, 08:01: Check. TGHT / TBHT manually to 5 / 5 A. Coil & Anode not responding.
Tuesday, February 20, 2024, 09:40: Pressure gauge reconnected within cage. Gas lines purged, refilled with argon. SV5 closed.
Tuesday, February 20, 2024, 09:48: System check 2: TGHT / TBHT manually to 5 / 5 A. BIAS / EE / EZL to 1 / -0.5 / 1 kV. Anode to 50 V.
Coil set to 15 A, did not adjust.
Tuesday, February 20, 2024, 12:04: Coil PS SW1-7 switch in was in an "Off" position & wouldn't allow the voltage signal through to the PS. Switched to "on". Coil tapped to 7 A manually & back to 0 A ok.
Tuesday, February 20, 2024, 12:24: SV4 open. SV5 is closed. Cage is closed.
Tuesday, February 20, 2024, 12:26: All power & sources on.
Tuesday, February 20, 2024, 12:29: Optics on & set w/ updated tune.
Tuesday, February 20, 2024, 12:56: PS off to switch to Cathode BIAS mode.
Tuesday, February 20, 2024, 14:20: TS to wired to Cathode BIAS mode as per ISK4563D. Cage closed up. PS on.
Tuesday, February 20, 2024, 14:52: Anode/Cathode short. PS off & remove the cage again.
Tuesday, February 20, 2024, 15:20: IG1 off. Chamber TP off.
Wednesday, February 21, 2024, 07:30: Venting.
Wednesday, February 21, 2024, 08:32: Short found on waterlines (E) to (D)
Wednesday, February 21, 2024, 08:34: IG1 Bypass in effect.
Wednesday, February 21, 2024, 08:37: BIAS / EE / EZL to 1 / -0.5 / 0.5 kV. Note* If voltage is put on the EE before the BIAS, a small amount of voltage also goes to the BIAS. To keep an eye on. Back to 0 V.
Wednesday, February 21, 2024, 08:40: Coil to 5 A, Anode to 50 V. OK. Back to 0 A / V
Wednesday, February 21, 2024, 08:41: TGHT / TBHT both to 5 / 5 A ok. Back to 0 A. All checks ok.
Wednesday, February 21, 2024, 08:42: IG1 Bypass removed.
Wednesday, February 21, 2024, 09:14: TP1B on.
Wednesday, February 21, 2024, 09:22: TP1A on.
Wednesday, February 21, 2024, 09:31: IG1 on.
Wednesday, February 21, 2024, 14:00: HV & Coil checks. OK. IV4 open.
Thursday, February 22, 2024, 08:17: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Thursday, February 22, 2024, 08:23: BIAS / EE / EZL @ 40 / -2.0 / 17 kV.
Thursday, February 22, 2024, 08:26: BIAS / EE / EZL @ 45 / -2.0 / 19 kV. 2 large sparks on the tap up.
Thursday, February 22, 2024, 08:42: BIAS / EE / EZL @ 47.5 / -2.0 / 22 kV. Small sparks on the tap up
Thursday, February 22, 2024, 09:00: BIAS / EE / EZL @ 50 / -2.0 / 25 kV. Sparks on the tap up.
Thursday, February 22, 2024, 09:10: One spark. Reset steering & optics.
Thursday, February 22, 2024, 09:17: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Thursday, February 22, 2024, 09:39: Coil @ 80 A. Tapped up manually at 4 A per min approx. Vacuum @ 5.13e-07.
Thursday, February 22, 2024, 12:06: Coil @ 0 A
Thursday, February 22, 2024, 12:10: Anode @ 100 V.
Thursday, February 22, 2024, 12:12: Anode @ 200 V.
Thursday, February 22, 2024, 12:16: Anode @ 500 V.
Thursday, February 22, 2024, 12:26: Anode @ 0 V.
Thursday, February 22, 2024, 12:38: BIAS / EE / EL @ 0 kV.
Thursday, February 22, 2024, 12:58: Auto-ramping TGHT / TBHT to 350 / 200 A @ 2 A per min.
Thursday, February 22, 2024, 16:25: Vacuum @ 1.16e-06T. Auto-ramping TGHT / TBHT to 580 / 290 A @ 2 A per min.
Thursday, February 22, 2024, 18:35: TGHT / TBHT @ 580 / 290 A.
Thursday, February 22, 2024, 18:45: BIAS / EE / EZL @ 30 / -1.5 / 13 kV. FC0 @ 100nA = 7.71e-09
Thursday, February 22, 2024, 18:48: Anode @ 100 V. Coil to 10 A. FC0 @ 100nA = 6.82e-09
Thursday, February 22, 2024, 19:00: FC0 is stuck!!!. However it is not releasing HPA? Confirmed by the MCR over MS teams video chat. IV4 Closed. (Angry tech noises)
Thursday, February 22, 2024, 19:02: BIAS/ EE / EZL @ 0 KV. Anode & Coil to 0.
Thursday, February 22, 2024, 19:07: Auto-cooling @ 2 A per minute.
Thursday, February 22, 2024, 19:08: Closed SV4 & SV5.
Friday, March 08, 2024, 06:59: Issues with FC0 & RP2 resolved. Soft start on TP6 initiated.
Friday, March 08, 2024, 07:06: Gas lines filled with Argon.
Friday, March 08, 2024, 07:08: Auto-ramping TGHT / TBHT @ 2 A per min to 350 / 200 A
Friday, March 08, 2024, 07:32: TBHT @ 41 A. TGHT @ 0 A?
Friday, March 08, 2024, 07:35: TGHT PS was physically off (Why???). Turned on. Manually tapped up to 25 A. Ok. Auto-ramping TGHT / TBHT @ 2 A per min to 350 / 200 A.
Friday, March 08, 2024, 08:05: TP6 tripped. Half way spun up. Soft start restarted.
Friday, March 08, 2024, 08:47: TP6 at speed. TP2 on.
Friday, March 08, 2024, 08:52: IG6 on.
Friday, March 08, 2024, 09:05: Optics on. Quick checks on BIAS / EE / EZL, Cathode (Anode), & Coil OK.
Friday, March 08, 2024, 09:33: IV4 open.
Friday, March 08, 2024, 10:18: Vacuum @ 2.43e-07T. Halted auto-ramping. Increase. Auto-ramping TGHT / TBHT @ 2 A per min to 580 / 290 A.
Friday, March 08, 2024, 13:35: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Friday, March 08, 2024, 15:59: Mass & wire scans complete. Appear the anode PS is likely positive. Auto-cooling @ 2 A per min.
Friday, March 08, 2024, 16:04: HV off. Gases closed.
Monday, March 11, 2024, 23:09: Auto-ramping TGHT / TBHT to 580 / 290 A @ 1 A per min.
Tuesday, March 12, 2024, 09:45: Gas on.
Tuesday, March 12, 2024, 09:51: BIAS / EE / EZL @ 30 / -1.5 / 13
Tuesday, March 12, 2024, 10:36: Anode @ 100 V. Coil @ 20 A.
Tuesday, March 12, 2024, 11:19: Mass & Wire scans complete.
Tuesday, March 12, 2024, 13:51: EE at -2.5. mass scan
Tuesday, March 12, 2024, 13:55: EE at -1.5. Coil at 0A. mass scan
Tuesday, March 12, 2024, 14:11: Coil at 20A, TSH:ANODE at 0V. mass scan
Tuesday, March 12, 2024, 14:30: coil and anode on. gas turned off.
Tuesday, March 12, 2024, 16:59: decreasing bias
Tuesday, March 12, 2024, 17:07 decreasing TBHT TGHT to 0, 1A/s |
Attachment 1: Stock_SiC_Elog_996_HP-FEBIAD_Cathode_BM_-_HV_&_Coil.docx
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Attachment 2: HP-FEBIAD_Elog_996_-_Ramp_up_&_mass_scans.docx
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Attachment 3: Stock_SiC_Elog_996_HP-FEBIAD_Cathode_BIAS_mode_-_2.docx
|
995
|
Friday, February 16, 2024, 05:03 |
Aaron Schmidt | | | | | | | Problems/Solutions | Coil PS issue | 15-02-2024
The coil PS control card is fried. Roughly since the beginning of December. The PS was removed.
See attached image.
New PS was installed on Friday.
Tuesday, February 20, 2024, 08:01: Check Coil not responding.
Tuesday, February 20, 2024, 09:48: System check 2: TGHT / TBHT manually to 5 / 5 A. BIAS / EE / EZL to 1 / -0.5 / 1 kV. Anode to 50 V.
Coil set to 15 A, did not adjust.
Tuesday, February 20, 2024, 12:04: Coil PS SW1-7 switch in was in an "Off" position & wouldn't allow the voltage signal through to the PS. Switched to "on". Coil tapped to 7 A manually & back to 0 A ok.
Fixed*
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Attachment 1: Coil_PS_Control_Card.png
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|
994
|
Tuesday, February 06, 2024, 14:09 |
Aaron Schmidt | | | | | | | Problems/Solutions | FC0 Solenoid issue | Tuesday, February 06, 2024, 14:06: Attempted to 'Close' FC0. While it succeeded in moving into position, HPA rushed out of the exhaust. This solenoid was replaced recently on January 18th. Requires replacement. (ordered)
Reference: https://elog.triumf.ca/TIS/Test-Stand/990
Stores PN: 01-7/01026
Valve, Solenoid, 24 Volt 5 Port |
993
|
Tuesday, February 06, 2024, 11:48 |
Aaron Schmidt | SiC# (Stock) | HP-SIS | | | 41369-2 | 45235-14 | In progress | Conditioning (Stock) SiC HP-SIS | Tuesday, February 06, 2024, 11:45: Roughing.
Tuesday, February 06, 2024, 13:27: TP1B on.
Tuesday, February 06, 2024, 13:33: TP1A on.
Tuesday, February 06, 2024, 13:47: IG1 on.
Wednesday, February 07, 2024, 06:54: Vacuum @ 7.55e-07T.
Wednesday, February 07, 2024, 06:56: PS on. FS#5 open. Vacuum stable.
Wednesday, February 07, 2024, 06:58: Coil jumped from 0A with the breaker off to 200 A w/ 4.2 V.
Wednesday, February 07, 2024, 06:59: Coil PS switched on. Increase coil current to 75 A & back down again. No change. Will need to trouble shoot this once this target is complete.
Wednesday, February 07, 2024, 07:04: Auto-ramping TGHT / TBHT to 350 / 200 A @ 2 A per min. Good vac / bad vac settings set back to 5.00e-06T / 7.00e-06T. Note: The TS will trip at 1.00e-05T.
Wednesday, February 07, 2024, 07:09: FC0 still acting up. Optics on.
Wednesday, February 07, 2024, 10:28: Auto-ramping TGHT / TBHT to 580 / 230 A @ 2 A per min.
Wednesday, February 07, 2024, 12:10: IV4 open.
Wednesday, February 07, 2024, 12:14: BIAS / EE / EZL @ 30 / -1.5 / 13 kV.
Wednesday, February 07, 2024, 12:15 : Opening & Closing FC0 for a measurment does not interfere with IV4.
Wednesday, February 07, 2024, 12:42: One audible spark. Knocked out TMS : Q2/Q5. Reset.
Wednesday, February 07, 2024, 13:34: Mass & Wire scans complete with 2 tunes. Ok.
Thursday, February 08, 2024, 09:02: Auto-cooling @ 2A per min.
Coil PS removed. (See elog 995)
Friday, February 16, 2024, 04:57: IV4 closed
Friday, February 16, 2024, 04:58: IG1 & TP off. |
992
|
Monday, January 22, 2024, 13:55 |
Aaron Schmidt | | LP-SIS | | | 45447-19 | 45235-22 | In progress | Conditioning UCx HS - 2 | Conditioning HS for UCx. LP-SIS oven / end caps installed
Monday, January 22, 2024, 13:53: Roughing.
Monday, January 22, 2024, 14:21: TP1B On.
Monday, January 22, 2024, 14:34: TP1A on.
Monday, January 22, 2024, 14:41: IG1 on. Vacuum @ 3.95e-05T & dropping.
Monday, January 22, 2024, 14:46: FS#5 open. Vacuum stable. 2.41e-05T & dropping. Power on.
Tuesday, January 23, 2024, 07:40: IV4 open.
Tuesday, January 23, 2024, 07:42: Auto-ramping TGHT / TBHT to 580 / 230 A @ 2 A per minute.
Tuesday, January 23, 2024, 13:43 increasing BIAS to 30kV - dn
Tuesday, January 23, 2024, 14:03 BIAS at 30kV
Tuesday, January 23, 2024, 14:06 beginning mass scan
Tuesday, January 23, 2024, 16:06: Data exported and saved
Tuesday, January 23, 2024, 16:15: Decreasing BIAS to 0V
Tuesday, January 23, 2024, 16:27: BIAS at 0V
Tuesday, January 23, 2024, 16:41: Vacuum in main chamber consistently at ~1.4e-6 T throughout.
Wednesday, January 24, 2024, 07:39: Auto-cooling @ 2 A per min.
Wednesday, January 24, 2024, 08:59: Auto-cooling Halted. Auto-ramp back up to 580 / 230 A @ 2 A per min.
Wednesday, January 24, 2024, 15:30: Target already hot - TBHT 230A, TGHT 580A
Wednesday, January 24, 2024, 15:31: increasing BIAS to 30kV
Wednesday, January 24, 2024, 15:41: beginning mass scan - Completed and repeated for confirmation
Wednesday, January 24, 2024, 16:55: decreasing BIAS to 0kV
Wednesday, January 24, 2024, 17:10: BIAS at 0kV
Thursday, January 25, 2024, 10:13: increasing bias to 30kV
Thursday, January 25, 2024, 10:30: BIAS at 30kV
Thursday, January 25, 2024, 10:40 : beginning mass scan
Thursday, January 25, 2024, 13:41 Tuned various parameters, multiple mass scans
Thursday, January 25, 2024, 16:19: decreasing BIAS to 0V
Thursday, January 25, 2024, 16:42 BIAS at 0V
Thursday, January 25, 2024, 16:42 Target cooling.
Monday, January 29, 2024, 08:55: Closed IV4, switched off turbo pumps, and opened VV1 to vent test stand and bring to atmospheric pressure. In preparation to remove target and add high mass salt.
Monday, January 29, 2024, 09:04: Does not appear to be venting. investigating. appears that the valve did not actuate on first instruction. Worked on repeated attempt.
Monday, January 29, 2024, 11:43 : at 700+ T, opening for target assembly removal.
Monday, January 29, 2024, 12:37 10µL Rb salt added to target. Assembly placed back into test stand. Pumping down.
Tuesday, January 30, 2024, 09:25: Vacuum stable. 8e-7 T. Auto-ramping TGHT / TBHT to 580 / 230 A @ 2 A per minute.
Tuesday, January 30, 2024, 15:13: increasing BIAS to 30kV
Tuesday, January 30, 2024, 15:39 bias at 30kV, beginning mass scan
Tuesday, January 30, 2024, 16:48 Scans complete, lowering bias.
Wednesday, January 31, 2024, 16:02 increasing bias to 30kV
Wednesday, January 31, 2024, 16:40 scanned
Wednesday, January 31, 2024, 16:40 decreasing bias
Wednesday, January 31, 2024, 16:48 bias at 0V. cooling target
Thursday, February 01, 2024, 09:21: venting
Thursday, February 01, 2024, 11:14 : removed target assembly. added 5 salts: Na, Li,K,Rb,Cs. Placed target assembly back in test stand. pumping down.
Thursday, February 01, 2024, 16:51 Vacuum at 2e-6
Thursday, February 01, 2024, 16:52 heating target. TGHT and TBHT to 580 230 A overnight. .6A / min and .2A / min
Friday, February 02, 2024, 10:17 Target hot. Vacuum stable at 1e-6. increasing bias to 30kV
Friday, February 02, 2024, 10:42 scanning
Friday, February 02, 2024, 16:06 reducing bias
Friday, February 02, 2024, 16:18 bias at 0V. cooling target to 0 A at 2A per minute
PS & breaker off earlier via DN.
Monday, February 05, 2024, 13:58: TS was vented. HS removed - AS. |
991
|
Thursday, January 18, 2024, 10:49 |
Aaron Schmidt | | LP-SIS | | | 44139-2 | 45235-22 | In progress | Conditioning UCx HS | Straight/closed TGHT tube oven installed. SIS Assembly.
Thursday, January 18, 2024, 10:32: Roughing.
Thursday, January 18, 2024, 10:57: TP1B on.
Thursday, January 18, 2024, 11:08: TP1A on.
Thursday, January 18, 2024, 11:17: IG1 on.
Thursday, January 18, 2024, 11:27: IV4 cycled ok.
Thursday, January 18, 2024, 12:07: IV4 open. PS / Sources on. Waterlines already open.
Thursday, January 18, 2024, 14:57: TPS:Q1 un-plugged, cycled, & reset. OK. Optics set to previous tune.
Friday, January 19, 2024, 06:45: TGHT on. Auto-ramping TGHT to 580 A @ 2 A per min.
![](data:image/png;base64,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)
Friday, January 19, 2024, 13:30: BIAS on at 30kV , preparing for mass scan - dn
Friday, January 19, 2024, 13:45: noting that mass scan 'field' parameter is not displayed in scanner. nor does the hall probe seem to be registering any changes on the magnet -dn
Friday, January 19, 2024, 15:00: after troubleshooting for quite a while, we fixed the problem by resetting/reconfiguring the canbus controllers. IOC reset did not help the problem and nor did power cycling the box 2A-5, which is believed to be routed to the hall probe.
noted that resetting the IOC did trip the BIAS and drop it to 0V.
Friday, January 19, 2024, 15:15: BIAS back to 30kV, resume mass scan.
Friday, January 19, 2024, 16:00, mass scan completed, data extracted.
Friday, January 19, 2024, 16:36: BIAS brought down to 0V over 15 min. auto cooling initiated at -1A / 30s
Monday, January 22, 2024, 10:36: EZL / EE to 0 V. Sources off.
Monday, January 22, 2024, 10:39: IV4 & FC0 closed.
Monday, January 22, 2024, 10:41: Power off. IV4 reset.
Monday, January 22, 2024, 10:42: IG1 off. Turbo pumps off.
Monday, January 22, 2024, 12:29: Venting via the turbo pumps. |
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