The HiLumi LHC Design Study (a sub-system of HL-LHC) is co-funded by the European Commission within the Framework Programme 7 Capacities Specific Programme,

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The HiLumi LHC Design Study (a sub-system of HL-LHC) is co-funded by the European Commission within the Framework Programme 7 Capacities Specific Programme,
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Presentation transcript:

The HiLumi LHC Design Study (a sub-system of HL-LHC) is co-funded by the European Commission within the Framework Programme 7 Capacities Specific Programme, Grant Agreement WP6 Thermal- Electric Model of Hi-Lumi SC Link Yifeng Yang University of Southampton

Outline Present Baselines  Power layout at P1/P5  HTS link layout Static Thermal-Electric Model  Static magnetic field  Thermal consideration Quench Scenarios and Transient Thermal-Electric Model  Quench of HTS Link  Quench of Magnets Conclusions and Further Studies

Powering Layout – Inner Triplet 3 rd Joint HiLumi LHC-LARP Annual Meeting M.Zerlauth / O.Brüning – CERN 3 Baseline of two pairs of quadrupoles in series with trims to assure Full flexibility for the optics Reduced constraints for magnet protection Reasonable compromise for cold powering system and sc links (+ 2  17.3 kA) Preferred solution for the power converters Final location of 2 kA trim - Q3 or Q1 – to be defined at later stage A.Ballarino: Report from Task 6.1

Baseline for P1 & P5 layout: Matching section cooled with inner triplet cryoplants P1 or P5 S81 or S45 S12 or S56 Q5, Q6 at 4.5 K, DFBA remains in tunnel, # of superconducting links and surface DFB-boxes to be optimized, level of cryogenic redundancy (IB) to be detailed Space requirements for CCB and shaft-piping 3 rd Joint HiLumi LHC-LARP Annual Meeting M.Zerlauth / O.Brüning – CERN 4 R.Van Weelderen: Cooling configuration in IR1&5

A. Ballarino, EUCAS 2013, Genova 20 kA Six cables,  = 19.5 mm Concentric  3 kA Seven cables,  = 8.4 mm 0.4 kA Four cables 0.12 kA Eighteen cables  ext  65 mm Layout of SC Link at LHC P1 and P5 18 MgB 2 wires  = 6.5 mm Cu MgB 2,  = 0.85 mm

Magnet typeMagnet current Powering equipment current QuadrupolesMQXF17.3kA20kA Trim on Q3Trim  2 2 kA  2.4 kA Trim on Q2bTrim  0.2 kA  0.24 kA DipoleD111kA13kA Non linear CorrectorsMQSX0.1kA0.12kA Dipole CorrectorsMBCX2.4kA3 Maximum Operating Current of Magnets and Powering Equipment* Powering layout 2 –proposed baseline * Current Leads, HTS cables in SC link and power converters 4 th LHC Parameter and Layout CommitteeA. Ballarino

Model Overview Focused on 20kA cables Static Model  Global calculation for magnetic fields and inductances  Cryostat thermal load not considered  No significant concerns for thermal profiles Transient Model  Temperature gradient along the link considered  Normal zone / MPZ initiation and detection not considered  Cooling by helium gas ignored due to the short quench time constants  Different current coupling loops considered but not no 3d EM modelling

Static Model: Magnetic Fields and Inductances Cables/Link layout 6x20kA, 7x3kA, 4x0.4kA, 8x.12kA 65mm Lines of force Magnetic field 6x20kA fully powered Main Characteristics Maximum Field: 1x20kA: B max =0.47 T (±)20kA: B max =0.90 T 3x(±)20kA: B max =0.75 T Inductances (±)20kA: L = 0.19 μH/m 3x(±)20kA: L = 0.32 μH/m Insignificant compared to that of the quadrupoles 3kA coaxial cables have minimum impact on the overall field distribution within the link, hence not considered. 0.12/0.4kA cables not exposed to the 20kA fields, hence not considered.

Static Model: Magnetic Fields and Inductances 6x20kA cables powered to nominal currents +17 kA -17 kA -11 kA +11 kA +17 kA -17 kA -11 kA +11 kA Asymmetric field distribution with a moderate change in maximum field.

Transient Model: (Self) Quench of Cables

Transient Model: Electromagnetic Induced Quench of Cables +17 kA -17 kA

Transient Model: Electromagnetic induced Quench of Cables

Transient Model: Electromagnetic induced Quench of Cables

Field in the cable can be reconfigured for better stability

Conclusions and future work 1.Self-quench time constant for cables is the comparable to that of the magnets 2.Thermal/electrical contact resistances is crucial, but with competing considerations. 3.Sub-cable coupling is acceptable and an induced quench time constant comparable to that of the magnets 4.Detailed response of the cables to fast field changed should be in the further study. 5.Further optimisation of contact resistance is essential.

Task 6.3 Thermal-Electrical Model for Hi-Lumi SC Link Cable layout 6x20kA, 7x3kA, 4x0.4kA, 8x.12kA 65mm Lines of force Magnetic field 6x20kA fully powered Main Characteristics Maximum Field: 1x20kA: B max =0.47 T (±)20kA: B max =0.90 T 3x(±)20kA: B max =0.75 T Inductances (±)20kA: L = 0.19 μH/m 3x(±)20kA: L = 0.32 μH/m Link/Cable Stability upon Quench of a Magnet Quench Load of Link/Cable Next Further ac loss study Further optimisation of contact to copper