RP Trigger studies L. Grzanka; J. Proch´ azka 9th March 2010 L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 1 / 15
Talk Summary 1 CC Hardware 2 CC Simulation 3 CC properties: ideal vs. real logic 4 Testbeam data samples 5 Physics L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 2 / 15
1. CC Hardware Data input: trigger outputs of 20 VFATs (RP case) Data output: dedicated trigger VFAT (RP: 1 VFAT per 2 CC) Trigger CC Connector TRIGGER Monitor SECTOR Output VFAT Ch Channel ODD Planes 1 GOH4-Data9 A16 72 70 2 GOH4-Data10 A15 76 74 3 GOH4-Data11 A14 80 78 4 GOH4-Data12 A13 84 82 Data flow diagram: 5 GOH4-Data13 A12 88 86 6 GOH4-Data14 A11 92 90 7 GOH4-Data15 A10 96 94 8 GOH4-Data16 A9 100 98 9 GOH4-Data1 A24 40 38 10 GOH4-Data2 A23 44 42 READOUT 11 GOH4-Data3 A22 48 46 12 GOH4-Data4 A21 52 50 strip 13 GOH4-Data5 A20 56 54 bits 14 GOH4-Data6 A19 60 58 15 GOH4-Data7 A18 64 62 16 GOH4-Data8 A17 68 66 EVEN Planes VFAT 1 GOH5-Data9 B23 42 40 1 detector 2 GOH5-Data10 B22 46 42 3 GOH5-Data11 B21 50 48 4 VFAT s 4 GOH5-Data12 B20 54 52 5 GOH5-Data13 B19 58 56 6 GOH5-Data14 B18 62 60 CC 7 GOH5-Data15 B17 66 64 8 GOH5-Data16 B16 70 68 9 GOH5-Data1 A8 104 102 10 GOH5-Data2 A7 108 106 11 GOH5-Data3 A6 112 110 12 GOH5-Data4 A5 116 114 trigger 13 GOH5-Data5 A4 120 118 bits 14 GOH5-Data6 A3 124 122 15 GOH5-Data7 A2 128 126 CC 16 GOH5-Data8 B24 38 36 Mapping between CC outputs and trigger VFAT ! L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 3 / 15
2. CC Software L1TriggerTotem:CoincidenceChip — library implementing CC logic and few plugins DataFormats:TotemL1Trigger — RPCCBits (+RPCCId), T2TriggerBits, T1TriggerBits From where CCBits information comes from ? Simulation: RPCoincidenceProducer, T2CoincidenceProducer Testbeam data: RawToDigi module L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 4 / 15
3. CC Properties TOTEM Experiment COINCIDENCE CHIP SPECIFICATION TOTEM Project Document No: Institute Document No. Created: 28/04/05 Page: 1 of 33 EDMS id CC Modified: 29/03/2007 Rev. No.: 3 Important blocks: V out of NP, W out of NP (neighbours) Bug in CC (number of planes) — see following example L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 5 / 15
3. CC Properties - Or 1 bug Ideal (old documentation) logic: After V out of NP Sectors 12345678 INPUT Coinc. 1111111111111111 Sectors 1 2 3 4 5 6 7 812345678 After Z out of 16 or 8 Plane 1 1 Sectors 12345678 Plane 2 1 Coinc. Plane 3 1 Plane 4 1 After And/Or Plane 5 1 Sectors 12345678 Coinc. 111111111 After And/Or 2 After Or1 Sectors 12345678 Sectors 1 2 3 4 5 678 Coinc. 111111111 Plane 1 1 1 1 11 11 Plane 2 1 1 1 11 11 After W out of NP Plane 3 1 11 1 1 1111 Sectors 12345678 Plane 4 1 11 1 1 1111 Coinc. 111111111 Plane 5 1111 1 1111 After Or 2 = OUTPUT Sectors 12345678 Coinc. 111111111 L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 6 / 15
3. CC Properties - Or 1 bug Real (new documentation) logic: After V out of NP Sectors 12345678 INPUT Coinc. 1 1 1 Sectors 1 2 3 4 5 6 7 812345678 After Z out of 16 or 8 Plane 1 1 Sectors 12345678 Plane 2 1 Coinc. Plane 3 1 Plane 4 1 After And/Or Plane 5 1 Sectors 12345678 Coinc. 11111 After And/Or 2 After Or1 Sectors 12345678 Sectors 1 2 3 4 5 6 7 8 Coinc. 11111 Plane 1A 1 1 1 1 1 1 1 Plane 1B Plane 2A 1 1 1 1 1 1 1 After W out of NP Plane 2B Sectors 12345678 Plane 3A 1 1 1 1 1 1 Coinc. 11111 Plane 3B Plane 4A 1 1 1 1 1 1 After Or 2 = OUTPUT Plane 4B Sectors 12345678 Plane 5A Coinc. 11111 Before W out of NP Plane 5B 1 1 1 1 1 1 1 Sectors 1 2 3 4 5 6 7 812345678 Plane 1 1 1 1 1 1 1 1 Plane 2 1 1 1 1 1 1 1 Plane 3 1 1 1 1 1 1 Plane 4 1 1 1 1 1 1 Plane 5 1111111 L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 7 / 15
3. CC Properties - Z bug Designed (old documentation) logic: INPUT After V out of NP Sectors 1 2 3 4 5 6 7 8 Sectors 12345678 Plane 1 1 Coinc. 1 1 1 1 After Z out of 16 or 8 Plane 2 Sectors 12345678 Plane 3 1 Coinc. Plane 4 Plane 5 1 Plane 6 After And/Or Plane 7 1 Sectors 12345678 Plane 8 Coinc. 1 1 1 1 Plane 9 Plane 10 1 After And/Or 2 Sectors 12345678 Coinc. 1 1 1 1 After Or1 After W out of NP Sectors 1 2 3 4 5 6 7 8 Sectors 12345678 Plane 1 1 Coinc. 1111111111111111 Plane 2 After Or 2 = OUTPUT Plane 3 1 Plane 4 Sectors 12345678 Plane 5 1 Coinc. 1 1 1 1 Plane 6 Plane 7 1 Plane 8 Plane 9 Plane 10 1 L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 8 / 15
3. CC Properties - Z bug Real (new documentation) logic: INPUT After V out of NP Sectors 1 2 3 4 5 6 7 8 Sectors 12345678 Plane 1 1 Coinc. 1 1 1 1 After Z out of 16 or 8 Plane 2 Sectors 12345678 Plane 3 1 Coinc. 1111111111111111 Plane 4 Plane 5 1 Plane 6 After And/Or Plane 7 1 Sectors 12345678 Plane 8 Coinc. 1 1 1 1 Plane 9 Plane 10 1 After And/Or 2 Sectors 12345678 Coinc. After Or1 After W out of NP Sectors 1 2 3 4 5 678 Sectors 12345678 Coinc. 1111111111111111 Plane 1 1 1 Plane 2 After Or 2 = OUTPUT Plane 3 1 Sectors 12345678 Coinc. Plane 4 Plane 5 1 1 L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 9 / 15
4. Testbeam data Summary of testbeam data POT9 ... POT12 Stored in /data2/totem/RPtest L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 10 / 15
4. Testbeam in H8 TM simu TM notTheSame TM raw POT/CC events N t N t N t N t 9A 16784 9479 0.99 0.99 0.02 9B 10898 5992 0.99 0.99 0.02 10A 3344 1350 0.94 0.99 0.03 10B(vth=15) 3676 1458 0.96 0.99 0.03 10B(vth=10) 3338 1334 0.96 0.99 0.02 11A 5141 2220 0.99 0.99 0.01 12A 11904 7045 0.99 0.99 0.01 CC Settings: A: 3 18 240 136 128; 2 planes, no neighbors, falling edge B: 3 18 240 136 0; 2 planes, no neighbors, rising edge N t - RECO tracks; 3 planes in U and V (no difference if 2 planes) TMraw output of trigger vfat if at least one bit ON/CC TMsimu simulated output of trigger vfat (if at least one bit ON/CC) based on sectors selected by the RecoTrack and CC settings TMnotTheSame different pattern CCs-raw vs. CCs-simu For all pots: if VFAT output = 0 (”empty events”, no hit in a pot) then TM gives also 0 (no trigger)
5. Physics - ”delta sectors” 5 planes (U or V orientation); each detector divided into 16 sectors ∆ S difference between ON sectors in 1 th and last plane L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 12 / 15
Figure: Simu ES; β ∗ = 2 . 5 m ; E = 3 . 5TeV; one RP (120); only if we are able to reconstruct a track L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 13 / 15
Figure: Simu ES; β ∗ = 2 . 5 m ; E = 3 . 5TeV; one RP (120); only if we are able to reconstruct a track L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 14 / 15
What next? Simulate the full CC chain with the same CC settings and with ES or SD protons generated at IP L. Grzanka; J. Proch´ azka RP Trigger studies 9th March 2010 15 / 15
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