optics and magnetic field calculation for the hall d tagger

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Optics and magnetic field calculation for the Hall D Tagger Guangliang Yang Glasgow University

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Optics and magnetic field calculation for the Hall D Tagger. Guangliang Yang Glasgow University. Contents. 1 . Magnetic field calculated using Opera 3D. 2. Tagger optics calculated using Opera 3D. 3. Tagger optics along the straight line focal plane. 4. Conclusion. - PowerPoint PPT Presentation

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Page 1: Optics and magnetic field calculation for the Hall D Tagger

Optics and magnetic field calculation for the Hall D Tagger

Guangliang YangGlasgow University

Page 2: Optics and magnetic field calculation for the Hall D Tagger

Contents

1. Magnetic field calculated using Opera 3D. 2. Tagger optics calculated using Opera 3D. 3. Tagger optics along the straight line focal

plane. 4. Conclusion.

Page 3: Optics and magnetic field calculation for the Hall D Tagger

Part 1. Magnetic field calculation.

The magnetic field of the Hall D Tagger is calculated by using a finite element software- Opera 3D, version 10.025

Two identical dipoles and one quadupole are included in the same mesh model.

More than 2 million elements and 1.5 million nodes have been used in the calculation.

The magnetic fields have been checked along various electron trajectories.

Page 4: Optics and magnetic field calculation for the Hall D Tagger

Magnetic field calculated by using Opera 3D, version 10.025.

Mesh used by Tosca for magnetic field calculation .

Page 5: Optics and magnetic field calculation for the Hall D Tagger

Mid-plane magnetic field histogram calculated by TOSCA.

Magnetic field along a line perpendicular to the magnet output edge.

TOSCA Magnetic Field Calculation.

Page 6: Optics and magnetic field calculation for the Hall D Tagger

Magnetic field along electron beam trajectories between 3.9 and 5.0 GeV.

Page 7: Optics and magnetic field calculation for the Hall D Tagger

Y-component of stray field at focal plane position.

Minimum distance between focal plane detector and EFB

Page 8: Optics and magnetic field calculation for the Hall D Tagger

Component of stray field normal to y-direction at focal plane position.

Minimum distance between focal plane detector and EFB

Page 9: Optics and magnetic field calculation for the Hall D Tagger

Part 2. Optics calculated using Opera 3D.

• The electron trajectories of various energies have been evaluated using the calculated magnetic field.

• By using the calculated electron trajectories, optical properties of the Tagger are determined.

Page 10: Optics and magnetic field calculation for the Hall D Tagger

• Electron trajectories have been calculated using Opera 3 D post processor.

• The focal plane position is determined by using the calculated electron trajectories and spot sizes.

Beam trajectories (1-9 GeV) and the straight line focal plane position

Tosca.

Different colours indicate

different energies

Page 11: Optics and magnetic field calculation for the Hall D Tagger

Calculated electron trajectories (81 per ray bundle).

Beam trajectories calculated from TOSCA in the mid plane for 3 GeV and 8 GeV. Those trajectories having the same direction focus on position 1, and those trajectories having the same starting position focus on position 2. ( Electrons travelling in the direction shown by the top arrow ).

Electron trajectory bundles according to their directions at the object position (Angle variations span 4 theta_C).

(3 GeV) (8 GeV)

1 21

2

Page 12: Optics and magnetic field calculation for the Hall D Tagger

Object Image

Sketch showing the two focusing positions

Position 1Position 2

Lens

From the TOSCA calculation, the best location for a straight line focal plane is close to position 2 for the lower electron energies. For high electron energies the best location is close to position 1.

Page 13: Optics and magnetic field calculation for the Hall D Tagger

Beam trajectories calculated by TOSCA in a vertical plane for 3 GeV electrons.

Exit edge

Exit edge

Focal plane

Focal plane

Without quadrupole With quadrupole

Rays with different starting points but with a common angle

Y position depends on emission angle of bremsstrahlung electrons.

Page 14: Optics and magnetic field calculation for the Hall D Tagger

Bundles are well separated at focal plane

(without quadrupole)

Page 15: Optics and magnetic field calculation for the Hall D Tagger

Par 3. Tagger optics along the straight line focal plane.

1. The optical properties have been determined using Tosca ray tracing .

2. The optical properties meet the requirements of GlueX.

Page 16: Optics and magnetic field calculation for the Hall D Tagger

Straight line focal plane position

Main beam

Magnet 1Magnet 1

Photon beam

Straight thin window flange (parallel to the straight line focal plane determined by TOSCA ray tracing)

Page 17: Optics and magnetic field calculation for the Hall D Tagger

Comparison of optical properties along the Straight Line focal plane (without and with quadrupole).

(quadrupole field optimized for 3 GeV electrons.)

Resolution. Half vertical height.

Page 18: Optics and magnetic field calculation for the Hall D Tagger

Dispersion. Beta.

Comparison of optical properties along the Straight Line focal plane (without and with quadrupole).

Beta is the angle between an outgoing electron trajectory and the focal plane.

(Perpendicular to electron trajectory)

Page 19: Optics and magnetic field calculation for the Hall D Tagger

Conclusions

• The magnetic field of the Hall D Tagger has been calculated by using a finite element software- Opera 3D.

• The electron trajectories of various energies have been evaluated using the calculated magnetic field.

• By using the calculated electron trajectories, optical properties of the Tagger are determined.

• The optical properties along the straight line focal plane of the two identical magnets Tagger meet the GlueX specifications.