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Next-Generation,
Gravitational-Wave Detectors
Jan Harms
Università degli Studi di Urbino
INFN Firenze
10/11/2016 Harms @ APC 1
History
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• Rai Weiss of MIT taught a course in GR at the
end of the 60s, and searched for a problem to
give to students
• How to detect GWs with laser interferometric
detectors?
• Weiss wrote the first description of a detector
design
Parma, 05/05/2016 2
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Virgo R&D
White Paper, CDR (1989)
R&D
Final Design, TDR (1995) Beginning Infrastructure (1996)
Completion installation Detector (2003)
Scientific data taking (2007)
Decommissioning (2011)
AdV
First AdV sensitivity projection (2004) AdV White Paper, CDR (2005)
Approval (2009)
First orders (2010) TDR (2012)
Completion Installation (2016)
First data taking (2017)
R&D
aLIGO
R&D
CDR (1999)
R&D
Funding (2006)
Building (2008)
Installing completion (2014) Data taking (2015)
ET
First Idea (2005)
CDR (2011)
R&D
1985
1990
1995
2000
2005
2010
2015
2020
2025
Approval (1994)
Credits: H Lück
Basic Concept of LIGO/Virgo
Detectors
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L
Lh
2
Amplitude h on Earth:
• h ~ 10-21 (GW150914)
• L = 3km, ΔL ~ 10-18 m
Ground-Based, Laser-
Interferometric GW Detectors
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Dealing with seismic disturances and high laser power leads to complex instrumentation.
Technology for Third-Generation
GW Detectors
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3G Concepts
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Einstein Telescope: Infrastructure
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ET: Xylophone Configuration
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• 3 interferometers to gain full profit from triangular detector shape
• Split each interferometer into two to optimize sensitivity and increase observation band
ET: Xylophone Sensitivity
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Combining the two interferometers
ET-D-LF ET-D-HF
ET: Noise Budgets
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Key Technology: High Power
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High-power laser
Laser Ring heater Reduced
deformation
Thermal compensation
Damping of parametric instabilities
Blair&Jian, 2016
Key Technology: Squeezing
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Squeezed light is produced by parametric down-conversion in non-linear crystals.
Key Technology: Filter Cavities
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Reflect squeezed light from resonator before injecting it into the interferometer
Squeezed-light rotation by filter cavity
Challenge: requires very low-loss cavities
Key Technology: High-Q
Materials
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Coating thermal noise • Brownian noise • Thermo-refractive noise • Thermo-elastic noise • Photothermal noise
Substrate thermal noise • Thermo-elastic noise • Brownian noise
Suspension thermal noise • Brownian noise • Thermo-elastic noise
Key Technology: Seismic Isolation
LIGO Concept
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Internal seismic isolation
External
(hydraulic)
Seismic isolation platform
under vacuum
Active seismic isolation uses low-noise sensors and
actuators to suppress seismic noise.
Key Technology: Seismic Isolation
Virgo Concept
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Mechanical filters
Superattenuator
Key Technology: Gravity-Noise
Cancellation
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Observed seismic correlations
Key Technology: Cryogenics
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Shapiro et al, 2015
Test mass (124K)
Interferometer arm
Heat shields (80K)
Thermal noise reduction 1. Cool mirrors and
suspensions 2. Noise scales with T or T1/2
Challenges (some of them) 1. New materials 2. Seismic shortcuts from heat
links and light scattered from heat shields
Concept for LIGO upgrade
Science with Third-Generation
GW Detectors
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GW Spectrum
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10-9 Hz 10-4 Hz 100 Hz 103 Hz
Relic radiation Cosmic Strings
Supermassive
BH Binaries
Extreme Mass
Ratio Inspirals
Binary coalescence Spinning NS
Supernovae
10-16 Hz
Inflation Probes Pulsar timing Space detectors Ground interferometers
BH and NS
Binaries
Harms @ APC
Credit: M Evans
Multiband Observations
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Same BH mergers observable by aLIGO and eLISA
Sesana, 2016
Vitale, 2016
Amplitude Tilt
Mas
s ra
tio
mse
c/m
pri
BH/BH Observations
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30Msol+30Msol
(intrinsic masses)
• One can only observe redshifted masses (1+z)M
• For known detector concepts, there is a highest observable BH mass
• 3G detectors would take a BH census starting at an age of the Universe of about 650Myr
BH/BH Horizon
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Sathya, 2015 Sathya, 2015
• Redshift effect causes detection horizons to peak at relatively low BH/BH masses.
• Horizons for observed masses peak at similar values • Redshift effect is stronger for 3G detectors so that 3G horizons
peak at lower intrinsic masses
NS Equation of State
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NS equation of state (assuming Adv LIGO/Virgo network)
Del Pozzo et al, 2013
Tidal deformation parameterized by NS polarizability m2, which is proportional to Love number k2.
Damour et al, 2012
Rosswog, 2012
Single adv detector
Testing GR
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Yunes et al, 2016
Observing BH mergers, we access a completely new regime of gravity (strong field).
LVC, 2016
Observe deviations of PN parameters
ET Design Study
Black-Hole Spectroscopy
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Yunes et al, 2016
Observe quasi-normal modes at ringdown. SNR dominated by mode l,m=22, then 33 and 21. Energy has different distribution for other objects.
ET Design Study
Limit on amplitude of potential additional QNM.
Cosmology/Cosmography
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Dark energy EOS
Li, 2014
1. Measure tidal effects in BNS mergers 2. Estimate intrinsic mass of NS
(knowing NS EOS) 3. Infer redshift of source
(if exists, use EM counterpart instead)
Cosmological stochastic GW background 1. Detection unlikely 2. Interesting physics:
inflaton decay
Black-hole survey 1. Black hole evolution 2. Intermediate-mass
black holes 3. Stellar environment
as function of redshift 4. Possible primordial
BH detection
Electromagnetic Follow-Up
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Wide-field telescope
FOV >1 sq.degree
“Fast” and “smart”
software to select a
sample of candidate
counterparts
Larger telescope to
characterize
the candidate nature
The EM
Counterpart!
ELT
VLT
Credit: M Branchesi
Cre
dit: J H
arm
s
Source Localization
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EM follow-up of GW150914
If Adv Virgo had been online
Not easy to cover
hundreds of deg2
of sky with FOV of
1-10 deg2!
Localization Near Detection Range
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(3 GPC)
(1.38+1.42)BNS
Sathya, 2015
BB = Adv LIGO/Virgo upgrade
Localization Depending on
Detector
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(1.38+1.42)BNS at 800Mpc
Sathya, 2015