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LiCAS Simulation

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One laser line per train: 4 CCD cameras per car ... Build a geometrical model ... Introduce systematic errors in the external FSI system for each car of the train. ... – PowerPoint PPT presentation

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Title: LiCAS Simulation


1
LiCAS Simulation
Catherine LeCocq SLAC 04/05/07
  • Based on
  • Simulation of the LiCAS survey system for the ILC
  • by
  • G. Grzelak, A. Reichold, J. Dale, M. Dawson,
    J. Green, Y. Han, M. Jones, G. Moss, B.
    Ottewell, R. Wastie, D. Kamptner, J.
    Prenting, M. Schlosser
  • University of Warsaw, University of Oxford,
    DESY, Hamburg
  • Presented at the
  • 9th INTERNATIONAL WORKSHOP ON ACCELERATOR
    ALIGNMENT, IWAA-2006
  • Stanford Linear Accelerator Center, September
    25-29, 2006.

2
LiCAS Overview
  • LiCAS Instrumentation
  • One laser line per train 4 CCD cameras per car
  • Internal FSI 6 laser lines per train, 6
    retro-reflectors per car
  • One clinometer per car
  • External FSI 6 laser lines per car shooting to
    wall marker

3
Methodology
  • Start with the 3 graphs shown in Figure 4 of the
    paper TH007 presented at IWAA06
  • Build a geometrical model
  • Compare to the SIMULGEO results for the wall
    markers, presented in Figure 3
  • Compare to the Random Walk Model presented in
    paragraph 3.1

4
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5
Single Train Cars Sigma
  • Train Coordinate System
  • Z axis Internal FSI with Car 0 as origin
  • Internal FSI gives Z of following cars
  • The clinometer on the car gives RZ
  • The 4 CCDs in the car give X and Y of the car as
    well as RX and RY

6
Single Train Markers Sigma
  • Train Coordinate System to Car Coordinate System
  • (u,v,w) are the coordinates of the marker in the
    car coordinate system. They can been obtained
    from the 6 external FSI measurements of the car.

7
Single Train Markers Sigma
  • Because car 0 is the origin of the train
    coordinate system, the coordinates of marker 0
    are simply the derived observations (u,v,w).
    Using the appropriate graph gives
  • First approach, no correlation between (u,v,w).
  • The sigma on the v measurement is very close to
    the value obtained by calculating the average of
    6 FSI measurements at 1µm (0.41 vs 0.45)

8
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9
25 Markers MATLAB Simulation
10
135 Markers MATLAB Simulation
11
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12
Where To Go From Here
  • Confirm the internal geometry of the train and
    the derived a-priori standard deviations.
  • Obtain a detailed description of the external FSI
    system to complete the error model for the
    derived observations (u,v,w).
  • Introduce systematic errors in the external FSI
    system for each car of the train.

13
  • IWAA Paper Extracts

14
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15
Schematic layout of the LSM CCDs
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