1 / 16

MONALISA at CLIC

Armin Reichold. David Urner. Paul Coe. Matthew Warden. MONALISA at CLIC. Mon itoring , Ali gnment & S tabilisation with high A ccuracy. MONALISA. Is an interferometric metrology system for continuous monitoring of position critical accelerator components

teresa
Download Presentation

MONALISA at CLIC

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Armin Reichold David Urner Paul Coe Matthew Warden MONALISAat CLIC Monitoring, Alignment &Stabilisationwith highAccuracy

  2. MONALISA • Is an interferometric metrology system for continuous monitoring of position critical accelerator components • Consists of a fixed network of evacuated interferometric distance meters D. Urner

  3. Concepts D. Urner

  4. Compact Straightness Monitor • 6D position transferred from left to right • breaking of symmetries is important • Preliminary simulation results of CSM Resolution: • sy:10nm • distance meter resolution: 1nm = Resolution in z-direction • Positional change of optics components with respect to each other: 1nm. That’s the challenge! 10cm D. Urner

  5. Absolute distance Displacement Measurement lines • We measure distances along measurement lines using two techniques: • Absolute distance interferometry <mm resolutions • Displacement interferometry nm resolutions • Each line is the same, and is capable of performing both types of measurement. D. Urner

  6. Intensity Interferometer operation D. Urner

  7. ΔD = (c/2πν) ΔΦ D = (c/ 2π) (ΔΦ/Δnu) D = R (ΔΦ/Δθ) Fixed Frequency Interferometry Frequency Scanning Interferometry Interferometer operation Phase = 2π (Optical Path Distance) / Wavelength Φ = 2π D / λ = 2π D (ν / c) frequeny scanning R = (c/ 2π) (Δθ/Δnu) D. Urner

  8. Distance meter • Measurement Frequencies: • FFI: up to 10kHz • FSI: up to 1Hz • Long term stability determines low frequency behaviour • Minutes possible • Lot of work needed to extend to hours or days. • Advantage of interferometric measurement system is fairly low cost per line. • Use of telecom frequency allows use of cheap commercial hardware • Cheap amplification of light • Current estimate: as low as £800 per distance metre D. Urner

  9. Current Status D. Urner

  10. Fixed Frequency Interferometry Measurement over 400mm distance D. Urner

  11. Add box to reduce air turbulence s=750nm s=70nm Measurement over 400mm distance Frequency Scanning Interferometry D. Urner

  12. Fixed Frequency Interferometry • Must reach low level of uncertainty for: • Laser frequency • Refractive index D. Urner

  13. Vacuum System Tapered hole Vacuum vessel wall 8 way fibre ribbon D. Urner

  14. Frequency Stabilisation • Lock laser to spectral feature of rubidium • Use a frequency doubling crystal to reach this frequency D. Urner

  15. ATF2 Final focus region Final Focus Quadrupole Shintake Monitor Operation at KEK D. Urner

  16. Summary • Current status • 5nm FFI resolution (at 400mm distance) • 70nm FSI resolution (at 400mm distance) • Future • Reduce uncertainties with vacuum and laser stabilisation for FFI and dual laser scanning for FSI • Test a full system in an accelerator environment at KEK • Monitor beam-line element at CTF3 • Improve resolution to sub-nanometer scale D. Urner

More Related