1 the status of virgo edwige tournefier (lapp-annecy ) for the virgo collaboration hep2005, 21 st -...
TRANSCRIPT
1
The status of VIRGO
Edwige Tournefier (LAPP-Annecy ) for the VIRGO Collaboration
HEP2005, 21st- 27th July 2005
• The VIRGO experiment and detection of gravitational waves
• The commissioning of VIRGO
• Conclusions
2
VIRGO
French-italian collaboration (CNRS – INFN)Annecy (LAPP), Firenze, Frascati, Lyon (LMA), Napoli, Nice (OCA), Paris (ESPCI), Perugia, Pisa, Roma, Orsay (LAL)
Virgo site : Cascina close to Pisa
Virgo goal: detection of gravitational waves
3
2
hLL 2
hLL
Suspended mirror
Suspended mirror
Beam splitter
LASER ()
LightDetection
• Effect of a gravitational wave on free masses:
A Michelson interferometer is suitable:
- suspend mirror with pendulum => ‘free falling masses’
- Gravitational wave => phase shift
Measure: h = L/L
L = length difference between the 2 armsL = arm length
L4
How to detect gravitational waves?
4Gravitational wave signal
Limitation of a Michelson interferometer due to photon shot noise:the minimum measurable relative displacement is
=> Can reach h ~ 3.10-23 with L=100km and P=1kW How to achieve that?
The shot noise and the VIRGO optical design
PLh
21
4
~
2/ Recycling mirror to increase the effective power: P’ = R P (R = recycling gain)
=> P’ = 1kW with P=20W and R=50
1/ Fabry-Perot cavities to increase the effective length: ( F = finesse )
=> L’ = 100km for L=3km and F=50
LFL 2
'
5
Noise sources in interferometers
Laser Noises
ShotNoise Detection
Noise
Index fluctuation
SeismicNoise
Acoustic NoiseThermal
Noise
6
Noise sources: seismic noise
Hz
m
f
axs 2~
With a chain of 6 pendulums:
attenuation of the seismic noise by ~1014 at 10 Hz !
Transfert function
Seismic noise spectrum for f few Hz:
a ~ 10-6 - 10-7
shot noise !
Need a very large attenuation!
Solution: suspend the mirrors to a chain of pendulums
1014
7
Suspensions and control of the interferometer
All mirrors are suspended to a cascade of pendulums: Large attenuation in the detection band ( > 10 Hz) Large residual motion at low frequencies: < ~1mm
Need active controls to:- maintain the interferometer’s alignment- maintain the required interference conditions
The control is done in 2 steps:
1/ Local control of the suspensions: Residual motion ~2 m/sec Obtain interference fringes
2/ To keep the interferometer at interference conditions:– Need to control the length of the cavities to 10-12 m– Need to keep the interferometer aligned Use the interferometer signals: photodiodes
8
VIRGO design sensitivity
Main sources of noise limiting the VIRGO design sensitivity
Shot noise1
Seismic noiseThermal noiseShot noise
9
Gravitationnal wave sources and VIRGO design sensitivity
Distance to the Virgo cluster = 10Mpc
Coalescing binaries (1.4 Mo) Pulsars: upper limit (1 year) Supernovae at 15Mpc
10
The commissioning of VIRGO
• End of construction: 2003
• The steps of the VIRGO commissioning:
output mode cleaner
input mode cleaner
laserrecycling
mirror
beam splitter
L=3km
l=150m
l=6m
Fabry-Perot cavities
• Technical runs (3 to 5 days) at each step C1(Nov 2003),…, C5(Dec 2004)
Lock stabilitySensitivity/noise studiesData taking on ‘long’ period
Gravitational wave signal
North armW
est
arm
- control of the north FP cavity: Oct 2003- control of the west FP cavity: Dec 2003
- recombined (Michelson) ITF: Feb 2004
- recycled (full VIRGO) ITF: Oct 2004
11
Laser
+
-
The lock of the full VIRGO• Lock of the recycled interferometer (full VIRGO):
– Need to control 4 degrees of freedom (3 cavities + Michelson on dark fringe)
– The lock is acquired in several steps (‘variable Finesse’ strategy):
• Start without recycling• Slowly increase the recycling gain and move to the dark fringe
Lock acquisition
Power stored in the recycling cavity (Watts)
With recycling
Without recycling
Recycling gain ~ 30
12
Sensitivity summary
Single arm, P=7 W
Recombined, P=7 W
Recycled, P=0.7 W
P = 10W
h ~3. 10-21/Hz
13
Typical unforeseen difficulties• Injection bench:
– A small fraction (bigger than expected) of the light reflected by the
interferometer is retro-diffused by the input mode cleaner mirror spurious interferences
Temporary solutions:- tried to rotate the mode cleaner mirror- reduce the incident light (/10)
We are now working with only Pin = 0.7 Watts
Final solution: install a Faraday isolator A new input bench will be installed in September 2005
Frequency noise Recycling mirror: - aligned- not aligned
14
Present sensitivity and perspectives
• Futur: the VIRGO sensitivity will significantly improve with– full power (new input bench)– the automatic alignment of the interferometer (global angular control) – the improvement of the longitudinal controls– lower noise actuators– …
• Improvements since C5:
P=0.7 W
P = 10W
Shot noise for P=0.7 W
- local angular controls - longitudinal controls - low noise actuators
15
Data analysis: some examples
- Injected events• Test of the data analysis on real data from the technical runs:
– Test the full chain of data analysis– Learn how to put vetoes– Inject events in the real data: software and hardware injections-> measure efficiencies, false alarm rate,…
• Start collaboration with LIGO: Coincident analysis will help the detection of GW
=>decrease false alarm rate (rare events in a non gaussian noise)
Combined data analysis is necessary to extract the source parameters
Event amplitude
Quiet period
Event amplitude
16
Conclusion
– The recycled (full VIRGO) interferometer is working
– Next engineering run (C6), 29/07-12/08: 2 weeks of data taking with the best sensitivity
– The sensitivity will make big progress with• New input bench (-> full input power) • Automatic alignment of the mirrors
– The data analysis is been prepared and tested on real data Collaboration with LIGO is starting
– First scientific run in 2006/7?
17
Noise studies
Sensitivity measured during C4 run and identified sources of noise
Noise hunting:
1/ Identify the sources of noise which limit the sensitivity2/ Perform the necessary improvements / implement new controls
18
Comparison with LIGO first science run (S1)
Virgo May 2005
19
Example of lock acquisition
Example of the lock acquisition of a Fabry-Perot cavity
Coil
Mirror
Magnet
Power stored inside the Fabry-Perot cavity
Error signal of the cavity
Correction sent to the actuators of the mirror
/2
Lock acquisition: Apply force on the mirror to keepthe error signal at zero
4 seconds
Photodiode used for lock acquisition
20
21
The commissioning of the CITF
• Commissioning of the central interferometer: 09/2001 -> 07/2002– CITF = Recycled Michelson interferometer (no Fabry-Perot cavities)- a lot of common points with VIRGO
• The evolution: configuration and sensitivity: 4 runs of 3 days each
- E0/E1: Michelson - E2: Recycled Michelson
- E3: + automatic angular alignment - E4: + final injection system
• Results:– Viability of the controls– Sensitivity curve understood– And gain experience for the VIRGO commissioning- Improvements triggered by the CITF experience
unit = meters!
22
The mirrors
• Fused silica mirrors
• Coated in a class 1 clean room at SMA-Lyon (unique in the world).
– Low scattering and absorption: < few ppm– Good uniformity on large dimension: < 10-3 400 mm
• Large mirrors (FP cavities):– 35 cm, 10 cm thick– 20 kg
23
• Laser: powerful and stable- 20W- Power stability: 10-8
- Frequency stability: Hz• The input and output mode cleaners:
- optical filter => improve signal to noise ratio
• Signal detection: - InGaAs photodiodes, high efficiency
The injection and detection systems
24
Shot noise
Future: how to improve the sensitivity?
The first generation of detectors might not be able to see gravitational waves
Need to push the sensitivity further down:
• Seismic noise:– The VIRGO suspensions already meet the requirements for next
generation interferometers
• The main limit: thermal noise– Monolitic suspensions (silica)– Better mirrors (material, geometry, coating)
• Shot noise– More powerful lasers– Signal recycling technique
• And the technical noises– Better sensors– Better electronics– Better control systems
25
Recombined interferometer
• Recombined interferometer: keep the two Fabry-Perot cavities on resonance + the Michelson on the dark
fringe
Power ‘stored’ inside the FP cavities
Power at the interferometer output
Lock on the dark fringe
Example of lock acquisition