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ILC BDS LATTICE DESIGN WITH TDR PARAMETERS

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Presentation on theme: "ILC BDS LATTICE DESIGN WITH TDR PARAMETERS"— Presentation transcript:

1 ILC BDS LATTICE DESIGN WITH TDR PARAMETERS
E. MARIN August 21st, 2014

2 Lattice Modifications
Insert a monitor between QF7 (BPMQF7) Split QF7 in 2 magnets separated by 0.8 m (KQF7A = KQF7B) All Quads of FFS are re-matched to TDR parameters Sexts (FFS) and Octs (FD) are optimized against s* Starting Lattice (ECM = 500 GeV): ILC2014a

3 Lattice Design Process§
Starting from IP to Collimation section (reverse sense of beam) Set a at the exit of FD by adjusting QD0 and QF1 Adjust magnets from QD2 to QF7 to impose a=0 at MIP Dm = np between MIP and IP Dm = np between Feedback and IP RiiSF = 1 RiiSD = -1 Adjust QMs to constraint Dm = np/2 between SP4 to IP Dm = np/2 between SPEX to IP Starting from Collimation section to IP (beam sense) Optimize Sexts and OCTs against IP spot size Further optimization by adding magnets from QD2 to QF7 for compensating 3-order aberrations: U1222, U3224, U §Following partially the recipe described at SLAC- PUB-9895

4 L* = 3.51 m b*x = m b*y = m a*x,y = , 0.05 aMIPx,y = 0.07 , h*x = 0.5 mm s*x = 492 nm s*y = 5.95 nm L = ___ cm2s-1 DmMIPx,y [2p] = 1.0 , 1.0 DmSP4x,y [2p] = , 2.15 DmSPEXx,y [2p] = , 2.74

5 L* = 3.51 m IP spot size (2 order) is: 480 nm and 5.80 nm

6 L* = 4.5 m h*x = 0.2 mm s*x = 486 nm s*y = 5.8 m L = 1.4 · cm2s-1 b*x = m b*y = m a*x,y = , 0.01 aMIPx,y = 0.08 , 0.02 DmMIPx,y [2p] = 1 , 1 DmSP4x,y [2p] = 2.7 , 2.3 DmSPEXx,y [2p] = 2.3 , 1.7

7 Energy Bandwidth L* = 3.51 m L* = 4.5 m

8 Alignment Tolerances L*=3.51 m

9 Alignment Tolerances L*=4.5 m

10 Alignment Tolerances L*=3.51 m L*=4.5 m

11 Strength Tolerances L*=3.51 m L*=4.5 m


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