Supermassive Black Holes: The Inverse Dinosaur Problem Douglas Richstone University of Michigan - PowerPoint PPT Presentation

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Supermassive Black Holes: The Inverse Dinosaur Problem Douglas Richstone University of Michigan

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Title: Massive Black Holes and Their Host Galaxies Author: D. Richstone Last modified by: LSA User Created Date: 6/25/2000 9:38:17 PM Document presentation format – PowerPoint PPT presentation

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Title: Supermassive Black Holes: The Inverse Dinosaur Problem Douglas Richstone University of Michigan


1
Supermassive Black Holes The Inverse Dinosaur
Problem Douglas RichstoneUniversity of Michigan
2
Summary
  • The inverse dinosaur problem.
  • Quasars, observations of test-mass dynamics,
    interpretation.
  • The current demographic picture
  • M-? relation, bh mass spectrum, density,
    comparison to quasars.
  • Emerging developments
  • a theory
  • Extension to very low masses
  • spins
  • Possibility of gravitational wave observation of
    BH mergers.

3
3c175
4
Mysterious properties of quasistellar objects
  • Rapid variability minutes.
  • Light travel time across inner solar system.
  • Directed energy output (collimated beams of
    high-energy particles.
  • Superluminal motion.
  • Enormous luminosities 1011 suns.
  • Objects the size of the solar system that
    outshine the galaxy.
  • Quasars were populous in the youthful universe,
    but are rare now.

5
Quasars and Black Holes
  • Small size, large luminosity and apparent
    stability suggest that quasars are gravity
    powered.
  • Ultimate gravitational engine is a bh. Some
    fraction of accreted energy is radiated (can
    greatly exceed thermonuclear energy).
  • BH turns off when fuel is cut off.
  • The decline of Quasars creates the inverse
    dinosaur problem where are the relics.

6
Inverse dinosaur problem
  • The light radiated by quasars is proportional to
    mc2 of accreted matter.
  • The mass of order m of the accreted matter.
  • The density of quasars mandates a density of bh
    of about 2 x 105 solar masses/Mpc3.
  • Where are the relics?

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Circular and parabolic orbits
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11
M84
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Orbit Superposition (Schwarzschilds method)
  • Assume a mass distribution.
  • Compute the gravitational forces.
  • Follow all the orbits.
  • Sum the orbits to match the observed velocities.
  • Failure rules out the mass distribution.

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19
NGC 4258
  • NGC 4258 Maser mass is
  • 3.9 107 at this distance.

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Results of 15 year effort
  • Most bulges have BH (97 so far).
  • BH mass tracks main-body parameters
  • (L, ?).

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  • Bulge M/L 3x10-3 h
  • Density
  • - 2.5x105 Msun/Mpc-3 for h.65 (Yu
    Tremaine)
  • - 4.8x105h2 Msun/Mpc-3 (Aller Richstone)
  • consistent results from different datasets.
  • S 2.2x105 Msun/Mpc3

25
A note on backgrounds
  • Any background can be expressed in terms of the
    cosmic microwave background energy density
    (about 1eV/cm3).
  • Backgrounds (other than the CMB) can be seen as
    integrals of source counts.
  • uqso 10-4
  • ?bh uqso?-1(1 - ?)(1 - fgw fejections)

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Only gas will produce the correct Soltan number
  • Accreting matter
  • Stars
  • Degenerate objects
  • Dark matter
  • Gas

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Implications
  • BH growth spurt during quasar era (is this the
    epoch of bulge formation?).
  • What is the pedigree of BH and galaxies?
  • Co-Evolution! --- feeding, bar disruption, core
    scouring, mergers --- bh growh connected to
    galaxy evolution.
  • Is any of this observable?

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Thermodynamics of the protogalaxy
  • QSO emits Xrays 0.1m.c2 in 108yr
  • Galaxy has stars 0.01Mc2 in 1010yr
  • QSO light/starlight 103 m./M 1
  • bh is as important as stars in early phases of
    galaxy.

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LISA sky
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Grav waves.
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