Crab Cavity failures with 2 CCs: gain in luminosity , impact on availability, and required Crab Cavity SYSTEM availability M. Valette, D. Wollmann, A. Appolonio, J. Uythoven CERN-TE-MPE 6th HL-LHC Meeting – 15 November 2016 logo area Outline Crab Cavities and increased Luminosity Monte Carlo Model Simulations results with and without CCs Existing RF Systems’ impact on availability CC failures’ impact on availability CC availability budget logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 2 CCs and increased luminosity Crab Cavities allow compensating the geometrical factor and increasing instantaneous luminosity. 𝑛𝑏𝑓𝑟𝑒𝑣𝑁𝑝2 𝐿= ∗ ∗2 4π σ𝑡𝑟𝑎𝑛𝑠 1 1+[ θ𝑐 σ𝑧 2 ] ∗ 2𝜎𝑡𝑟𝑎𝑛𝑠 The new baseline includes 2 CC/beam/side in CMS and ATLAS which allows partly compensating the crossing angle. The virtual peak luminosity would be12.6E34 cm-2.s-1, which allows levelling at 5E34 cm-2.s-1 for 5.2h. Source: HL-LHC parameter table. logo area Crab Cavity failures with 2 CCs: gain in luminosity and impact on availability - M. Valette 3 Monte Carlo model The HL-LHC is supposed to deliver 250 fb-1 per year, it is important to make previsions to verify its feasibility. A model was developed by A. Apollonio to reproduce LHC production from observed failure rates and make predictions for the HL-LHC and FCC depending on operational scenarios. see “LHC Availability Dependencies and Lessons Learnt from LHC Run 2” by J. Uythoven, Wednesday morning A 160-days long production year of the LHC is simulated with random failures affecting Luminosity production. 1.000 such years are simulated for every set of parameters in order to have good statistics. logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 4 Monte Carlo model - schematic Fill Exponential distribution Exponential distribution LogNormal distribution Fault Dump Fault time B Turnaround B Produced Next Fill Luminosity Probability of a dump Operator Dump Fault time A Optimal Fill length Exponential distribution logo area Turnaround A LogNormal distribution Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 5 Monte Carlo model - parameters HL-LHC luminosity parameters: Levelled luminosity: 5E34 cm-2 Levelling time: 5h and luminosity lifetime (exponential): 5h Optimal Fill length: 9.2h Availability data is taken as of summer 2016, between TS1 and TS2: Proportion of dumped Fills: 50%, Average time of dump: 9h After a successful Fill: Downtime: 2.2h, Turnaround time: 5.2h After a fault: Downtime 5.6h, Turnaround time 4h Not taken into account : the effect of higher radiation levels causing R2E problems, higher fault rates due to ageing of systems and faults due to new equipment. logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 6 Yearly luminosity production and time distribution for the HL-LHC with CCs The simulation yields an average 280 fb-1 per year with 2016 LHC availability and increased luminosity due to CCs which never fail. The average physics efficiency is then 47.9% with 250 fills per year. logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 7 Parameter With CC Without CC Levelling time 5h 2h Optimal Fill length 9.2h 7.15h Yearly Luminosity 280 fb-1 225 fb-1 Physics efficiency 47.9 % 43 % Turnaround 31 % 34.7 % Yearly luminosity production and time distribution for the HL-LHC without CCs Without Crab Cavities the instantaneous Luminosity can only be levelled (e.g. with the 𝛽 ∗ ) at 5E34 cm-2.s-1 for 2h instead of 5h. The optimal Fill length is then 7.15h => an average of 225 fb-1 per year. Due to a shorter optimal fill length and by keeping the fraction of dumped fills constant the average physics efficiency is consequently lower (43%). logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 8 Monte Carlo model - schematic Increased dump probability Fill Increased Exponential fault rate distribution Increased Exponential down time distribution LogNormal distribution Fault Dump Fault time B Turnaround B Produced Next Fill Luminosity Probability of a dump Operator Dump Fault time A Optimal Fill length Exponential distribution logo area Turnaround A LogNormal distribution Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 9 Power converters RF Collimation Accelerator Fault Tracker : LHC RF availability between TS1 and TS2 For the studied period the LHC accelerating cavities have been very reliable: 12 faults over 45 days of operations. Average downtime of 0.7h, MTBF of 90h logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 10 => MTBF 18h => MTBF 48h Source : The 15th KEKB Accelerator Review Committee (Y. Yamamoto) logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 11 CC failures’ impact on availability logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 12 CC failures’ impact on luminosity logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 13 Conclusion Monte Carlo models simulating effects of crab cavities on HL-LHC availability show, that crab cavity faults strongly impact HL-LHC physics efficiency. every second day, causing magnet quenches, are not acceptable gain in integrated luminosity due to crab cavities absorbed. Crab cavity faults (time scales, kick strength, … ) have to be fully understood to allow for mitigations, avoiding (damage and) quenches of superconducting magnets. Experience with crab cavities in SM18, SPS and Uppsala University will provide important input to extrapolate to HL-LHC physics efficiency. logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 14 Thank you for your attention. logo area Crab Cavity failures with 2 CCs: gain luminosity and impact on availability - M. Valette 15
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