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Published byLisa Geisler Modified over 6 years ago
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Parametric Effects in a Macroscopic Optical Cavity
AIGO Parametric Effects in a Macroscopic Optical Cavity Sascha Schediwy AIGO Workshop Thursday 6th October
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Optical Spring Circulating Power Frequency Q reduction Q increase
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Q Increase - Parametric Gain
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Niobium Resonator Cavity Properties Niobium Qm = 1.562 (8)*105
fmech = 780 Hz meff = 32.3 g l = 0.10 m Proxy Mirrors R = 0.98 F = 155 roc = 10.0 m Super Mirrors R ~ (rated: ) F ~ 9800 (rated: 5200+) roc = 1.0 m
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Yacca Gum Properties viscous at 80°C+ reversible bonds
dissolves in alcohol relatively low loss Q ~ 100 90°C 80°C 70°C 60°C
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Yacca Gum Bonding
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Experimental Design temp mirror 2 key: object position (mm) 3525
beam power (%) optical loss (%)
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Optical Error Signal Ringdown
Ringdown Linear Fit time (s) time (s) (experimental results)
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Quality Factor Q = ± x105
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Proxy Mirror Q Modification
F[rad] (N) Quality Factor (-) Mechanical Q k[opt] (N/m) Modified Q
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Super Mirror Q Modification
F[rad] (N) Quality Factor (-) Mechanical Q (Hz) Damage Threshold Limited k[opt] (N/m) (Hz) (Hz) Laser Maximum
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Parametric Instability Tranquilisation
Model proposed by: Braginsky & Vyatchanin (Phys. Lett. A 293 (2002) )
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Any Question?
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Q Modification / Optical Spring Const.
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Circulating Power Cavity Properties Rayleigh Range / Beam Waist
R1 = R2 = 1.0 m L = 0.1 m Spot Size at Mirror ( z = 0.05 m )
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Circulating Power Newport Supermirrors Maximum Input Power
Damage Threshold: Maximum Circulating Power: Maximum Input Power R1 = R2 > 99.94% T1 > 0.06%
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Radiation Pressure Force
Radiation pressure force for FP Cavity ≈ unity let:
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Optical Spring Constant
substitute ABC back in x space in f space
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Cavity Alignment
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“Low Q” / “High Q” Low Q – when the bandwidth is larger than ωm
FWHM –ωm ωm High Q – when the bandwidth is smaller than ωm FWHM –ωm ωm
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