Lattice for Collimation

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Presentation transcript:

Lattice for Collimation Yang Jianquan Tang Jingyu Zou Ye 2016.09.02 Institute of High Energy Physics

Requirements for collimation insertion Lattice design Outline Institute of High Energy Physics Review Requirements for collimation insertion Lattice design Betatron collimation Momentum collimation Multiparticle simulation Optimizing designing Next to do

Review HL-LHC New idea for SPPC collimation Institute of High Energy Physics HL-LHC Partical losses in the DS are the highest cold losses around the ring, may pose a certain risk for inducing magnet quenches Single Dsifractive scattering drives the secondary hole to dispersion suppressor(DS) New idea for SPPC collimation put the betatron collimation insertion and the momentum collimation insertion into one straight section

Requirements for coll. insertion Institute of High Energy Physics Betatron Coll. Large beta function Phase advanced greater than π Momentum Coll. Good ratio Dx/βx at location of primary collimator, withβx lower than for betatron primaryone. βx at location of secondaries collimators lower thanβx at primaryone. Dx as small as possible for secondaries. The start and the end must in a straight line

Lattice design Institute of High Energy Physics required to have an achromatic end at the joint between the momentum collimation and the transverse collimation sections. need some dipole magnets to produce the required dispersion for the momentum collimation and cancel the dispersion at the end. betatron collimation requires significantly longer space for multi-stage collimation and the two proton beams the two ends of the long straight section which connect the two adjacent arcs should not be affected by the introduced dipoles.

Betatron collimation Stored beam energy 6.6 GJ Institute of High Energy Physics Stored beam energy 6.6 GJ The cleaning inefficiency should achieve e-6 or even less to prevent the quenching of superconducting magnets Warm quadrupoles are used for the transverse collimation section B=0.6T,R=0.25m, K=0.000205 mu Mux/2π 0.905 Muy/2π 0.912 betx Min/m 113.6 Max/m 1345.1 bety 102.2 1379.3

Momentum collimation Institute of High Energy Physics need some super-conducting dipole magnets to produce the higher dispersion Dispersion supressor All dipoles palced in the form of symmetry βx lower than for betatron Coll. so super-conducting quadrupoles are used (B,-B,-B,B) Local anti-symmetry DS (B,-B,-B,B) symmetry DS

Local anti-symmetry DS Momentum collimation Institute of High Energy Physics (B,-B,-B,B) Local anti-symmetry DS   From: Chen Yukai  

Momentum collimation (B,-B,-B,B) symmetry DS Institute of High Energy Physics (B,-B,-B,B) symmetry DS

Institute of High Energy Physics

Multiparticle simulation Institute of High Energy Physics Bunch distribution Horizontal: halo distribution Vertical: gauss distribution Particle number: e7 Aperture of collimator(top energy) Position of collimator same Mux with LHC Aperture of ARC is set to 25 mm

Institute of High Energy Physics

Dp=0.001 with TCPR Institute of High Energy Physics

Dp=0.001 Dp=4e-5 Institute of High Energy Physics

Optimizing designing beta ARC: 42.57 m 0.28 mm 245 m 0.67 mm COLL:   beta ARC: 42.57 m 0.28 mm 245 m 0.67 mm COLL: 1321.7 m 1.56 mm beta ARC: 42.57 m 0.068 mm 245 m 0.164 mm COLL: 1321.7 m 0.381 mm

Optimizing designing Institute of High Energy Physics        

Optimizing designing Requirement: key point Institute of High Energy Physics Requirement: key point Ensure that the cut made on the secondary halo does not depend on the relative momentum

Optimizing designing Institute of High Energy Physics  

Optimizing designing Institute of High Energy Physics   key point

Optimizing designing Old lattice New lattice Institute of High Energy Physics Old lattice New lattice

Optimizing designing Institute of High Energy Physics More particles