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Gas Driven Supermassive Black Hole Binaries: periodic quasar variability and the gravitational wave background Bence Kocsis (CFA) Einstein Symposium, 10/26/2009.

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Presentation on theme: "Gas Driven Supermassive Black Hole Binaries: periodic quasar variability and the gravitational wave background Bence Kocsis (CFA) Einstein Symposium, 10/26/2009."— Presentation transcript:

1 Gas Driven Supermassive Black Hole Binaries: periodic quasar variability and the gravitational wave background Bence Kocsis (CFA) Einstein Symposium, 10/26/2009

2 Galaxies merge  ignite quasars  black holes merge AGN variability surveys and Pulsar Timing Arrays detects them

3 Evolution of binaries 1. Collisionless damping (~kpc; “dynamical friction”, “Landau damping”) 2. 3-body encounters with stars (~ 1 pc) 3. 3. Gas driven migration (~0.1 pc, “Type II migration”) 4. Gravitational waves (~0.01 pc) Note: sub-parsec SMBH binaries ~ weeks – months orbital periods ~ 10 3 – 10 4 km/s velocity

4 Evolution of binaries 1. Collisionless damping (~kpc; “dynamical friction”, “Landau damping”) 2. 3-body encounters with stars (~ 1 pc) 3. 3. Gas driven migration (~0.1 pc, “Type II migration”) 4. Gravitational waves (~0.01 pc) Note: sub-parsec SMBH binaries ~ weeks – months orbital periods ~ 10 3 – 10 4 km/s velocity Number of binaries reduced at corresponding separation due to gas!

5 Within the last pc Cuadra et al. 2009; see also Ivanov et al. 1999; Armitage & Natarayan 2002, 2005; MacFadyen & Milosavljevic 2008; 1. 1. Thin gaseous disk 2. 2. Disk aligns with binary plane (Bardeen & Peterson 1975, Ivanov et al. 1999) 3. 3. Binary evacuates cavity (Artymowicz & Lubov 1994) 4. “Type II migration”) 4. Viscous decay ( “Type II migration”) 1. 1. Secondary dominated 2. 2. Disk dominated 5. 5. Gravitational Wave driven evolution

6 Within the last pc Cuadra et al. 2009; see also Ivanov et al. 1999; Armitage & Natarayan 2002, 2005; MacFadyen & Milosavljevic 2008; Accretion Rate 1. 1. Thin gaseous disk 2. 2. Disk aligns with binary plane (Bardeen & Peterson 1975, Ivanov et al. 1999) 3. 3. Binary evacuates cavity (Artymowicz & Lubov 1994) 4. “Type II migration”) 4. Viscous decay ( “Type II migration”) 1. 1. Secondary dominated 2. 2. Disk dominated 5. 5. Gravitational Wave driven evolution

7 Within the last pc Haiman, Kocsis, Menou, 2009, ApJ, 700, 1952 Residence Time 1. 1. Thin gaseous disk 2. 2. Disk aligns with binary plane (Bardeen & Peterson 1975, Ivanov et al. 1999) 3. 3. Binary evacuates cavity (Artymowicz & Lubov 1994) 4. “Type II migration”) 4. Viscous decay ( “Type II migration”) 1. 1. Secondary dominated 2. 2. Disk dominated 5. 5. Gravitational Wave driven evolution

8 Within the last pc Haiman, Kocsis, Menou, 2009, ApJ, 700, 1952 Residence Time 1. 1. Thin gaseous disk 2. 2. Disk aligns with binary plane (Bardeen & Peterson 1975, Ivanov et al. 1999) 3. 3. Binary evacuates cavity (Artymowicz & Lubov 1994) 4. “Type II migration”) 4. Viscous decay ( “Type II migration”) 1. 1. Secondary dominated 2. 2. Disk dominated 5. 5. Gravitational Wave driven evolution

9 Detecting Decaying binaries Optimistic Assumptions: binary is producing bright emission (~30% L edd ) non-negligible fraction (~10%) of this emission is variable clearly identifiable period t var ~ t orbit in-spiraling binary = periodically variable quasar Identifying such binaries statistically? fraction of quasars with period t var = (1+z) t orb f var = t res / t Q

10 Requirements for an (optical) survey for finding periodic variable sources Require: ≥ 100 sources @ t var ≤ 1 yr ≥ 5 sources @ t var ≤ 20 wk Assume: f Edd = 0.3 f var = 0.1 t Q = 10 7 yr Hopkins et al. QSOLF @ z=2 Conclude: wide survey best to probe GW-decay disk physics at i~26.5 Haiman, Kocsis, Menou, 2009, ApJ, 700, 1952

11 Earth Pulsar Time Intensity Pulsar Timing Arrays

12 PPTA (Parkes pulsar timing array)‏ LEAP (large European array for pulsars)‏ NanoGrav (north American nHz observatory for gravitational waves)‏

13 GW background for PTAs Characteristic gravitational wave (GW) signal Characteristic gravitational wave (GW) signal Merger history Merger history   Millennium Run (Springel et al. 2005; Sesana et al. 2009) “Residence time” at sub-pc scales “Residence time” at sub-pc scales   From our previous plot Millennium Run

14 Gravitational Waves for PTAs Gas OFFGas ON Contribution of individual sources Unresolved background Total signal Spectrum averaged over 1000 Monte Carlo realizations Kocsis & Sesana (2009)

15 Summary SMBH binaries, gas/GW driven dynamics SMBH binaries, gas/GW driven dynamics AGN surveys Look for week-month year periodic variability Look for spectral features ~ several x 1,000 km/s Pulsar Timing Arrays Gas suppresses the stochastic background Individually resolvable sources remain

16 Higher signal variance: impossible to characterize the slope of the background a priori Statistics of resolvable sources basically unaffected

17 GW background for PTAs Characteristic gravitational wave (GW) signal Characteristic gravitational wave (GW) signal This depends on This depends on Merger history  Merger history  Millennium Run (Springel et al. 2005; Sesana et al. 2009) “Residence time” at subparsec scales “Residence time” at subparsec scales   From our previous plot Millennium Run

18 Millennium simulation (Springel et al. 2005) N-body numerical simulation of halo hierarchy Semi-analytical models for galaxy formation and evolution We extract catalogs of merging galaxies and populate them with sensible MBH prescriptions SMBH Merger history

19 Cartoon Model of Binary + Gas evolution a. Gas cools and settles into a thin circumbinary disk b. Disk aligned with binary orbital plane b. Disk aligned with binary orbital plane (Bardeen & Peterson 1975, Ivanov et al. 1999) c. Torques from binary evacuate central cavity c. Torques from binary evacuate central cavity r ~ 2a (Artymowicz & Lubov 1994) d. Orbit decays due to torques and viscosity, gas follows i. Analogous to Type – II planetary migration ii. When local disk mass < binary mass  migration slows down e. becomes shorter than when e. t GW becomes shorter than t vis when r ~ 100 R S

20 Punctured disk


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