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Rotating Stellar Core with Massive Disk

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We found that massive disks tidally regulate rotation rates of central stars. ... rotating stellar matter will be tidally disrupted. Relative disk size is small: ... – PowerPoint PPT presentation

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Title: Rotating Stellar Core with Massive Disk


1
Rotating Stellar Core with Massive Disk
  • Shigeyuki Karino
  • SISSA, Trieste, Italy

2
Summary
  • Nearby massive stellar cores are often observed
    with massive disks.
  • We computed equilibrium conditions of such
    stardisk systems.
  • We found that massive disks tidally regulate
    rotation rates of central stars.
  • Consequently, massive young stars may not rotate
    with moderate rotation rates.

3
Massive star forming regions
  • Massive proto-stars are often observed with
    massive accretion disks
  • Disk mass O(M?)O(100M?)
  • Disk size O(10AU)O(10,000AU)
  • Cf. Shepherd et al. 2001, Sandell et al. 2003,
  • Blum et al. 2004, Chini et al. 2004, etc
  • Proto-stars evolve in the circumstances with
    massive disk
  • (gravitationally) NOT isolated

4
  • Regulation of stellar rotations?
  • YSO rotation is restricted
  • Slower than its break-up limit
  • Massive young stellar rotations show bimodal
    distributions?
  • Littlefair et al. 2005
  • Difficult to explain by magnetic interactions
    between disk core
  • Gravitational interaction ?

Rapidly rotating group
Slowly rotating group
Rotation period
5
Tactics
  • Consider systems of star disk
  • Compute equilibrium configurations of the systems
    with appropriate treatment
  • Stellar rotation and deformation
  • Disk mass and self gravity
  • Obtain the allowed parameter regions
  • Propose
  • A new regulation mechanism of the stellar
    rotation due to disk tide
  • A new evolution pass of YSO with disk

6
  • Computational method
  • Equilibrium of a system is governed by fluid eqs
  • These equations are solved by SCF method
  • Rotation and gravity of disk are correctly
    included
  • A set of parameters specifies an eq. state of
    system

Hydrostatic equation Equation of state Poisson
equation
7
Results
Disk outer radius is fixed to be 1
8
  • (?) Examples of density contours
  • Even when the star rotates slowly, the
    deformation is significant
  • The star will be broken up due to strong tidal
    field of the disk (mass shedding),
  • When the mass of the disk is large
  • When the star-disk separation is small
  • When the rotation of the star is rapid
  • When the stellar EOS is soft
  • The allowed parameter region is limited !!

9
Allowed parameter regions
Relative disk size is small Horizontal axis
equatorial stellar radius Vertical axis
stellar rotation rate
Tidal disruption (no equilibrium)
  • When
  • relative stellar size is large
  • relative disk mass is large
  • rotating stellar matter will be tidally disrupted

Allowed equilibrium
10
Relative disk size is large Horizontal axis
stellar radius Vertical axis stellar rotation
rate (T/I left, axis ratio below)
  • Qualitative features are the same
  • despite of relatively large disk size
  • Spherical configuration cannot exist any longer
  • see right figure

11
Evolution pass of central stars
  • The predicted pass
  • Start from arbitrarily equilibrium core (a)
  • It arrives at the edge of the allowed region (b)
  • Then it evolves toward (1) or (2) along the edge
  • Consider ideal accretion / mass-shedding
  • ?M0 but ?J?0
  • M mass
  • J angular momentum
  • Now, Jcore(b) gt Jcore(b)
  • ?J gt 0 ? evol. pass (1)
  • ?J lt 0 ? evol. pass (2)

12
  • Final outcomes
  • If core earns J
  • through accretion etc.
  • Final outcome
  • ? rapidly rotating core with small radius (c)
  • If core loses J
  • through effective mass-shedding, outflow,
    magnetic interaction etc.
  • Final outcome
  • ? slowly rotating core with large radius
    (d)
  • Bimodality ?
  • Moderate rotation rate may be excluded
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