Models of the Advanced LIGO Suspensions in Mathematica
- Document #:
- LIGO-T020205-v2
- Document type:
- T - Technical notes
Other Versions:
- Abstract:
- This document explains the physical assumptions, internal structure and usage of the models of the Advanced LIGO suspensions written in Mathematica by Mark Barton ("the Mathematica model" as opposed to "the Matlab model" of Calum Torrie, Ken Strain et al.).
OneDrive link to -v3draft: https://gla-my.sharepoint.com/:w:/g/personal/mark_barton_glasgow_ac_uk/EQoE35rxpxZIme9zV1MViMIB_05hLo3vX7fdzHZvSvEAww?e=CD5CsT (password: pendutil)
- Files in Document:
-
- T020205-v2.pdf (2.3 MB)
- Other Files:
- Word version (T020205-v2.docx, 2.5 MB)
- Topics:
- Authors:
- Keywords:
- SUS Mathematica
- Notes and Changes:
- 2025-01-27: The previous OneDrive link stopped working (file could be opened online but not in the desktop app), so a new one was created and added in the Abstract.
- Related Documents:
- LIGO-T080188: Models of the Advanced LIGO Suspensions in MATLAB
- LIGO-T050255: Investigation into Blade Torsion, Blade Lateral Flexibility, and the Effect They Have on Blade and Wire Performance
- LIGO-T050172: Modifications to Quad Controls Prototype to fix the “d’sâ€
- LIGO-T050257: Quad Pendulum Controls Prototype - Identification of Modes
- LIGO-T030285: Investigation of blade spring design parameters
- LIGO-T020011: Suspension model comparisons
- LIGO-T070101: Dissipation Dilution
- LIGO-T000134: Dynamical Properties of LIGO Single-Loop Suspended Mirrors
- Referenced by:
- LIGO-T1000012-v6: HAM Large Triple Suspension (HLTS) Final Design Document
- LIGO-T020011: Suspension model comparisons
- LIGO-T1000458-v6: Fitting the Quad Noise Prototype Model to Measured Data
- LIGO-T080188-v2: Models of the Advanced LIGO Suspensions in MATLAB
- LIGO-T1400446: aLIGO SUS Pendulum Dynamics Modeling