The Same Plane: Orbits & Galaxies in Our Solar System

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SUMMARY

The discussion focuses on the phenomenon of planets and galaxies orbiting in a similar 2D plane, attributed to the conservation of angular momentum during their formation. The process begins with molecular clouds and cosmological overdensities that experience small torques from nearby objects, leading to a slow rotation. As these structures collapse gravitationally, they rotate faster, resulting in a disk-like formation due to the conservation of angular momentum and energy loss through radiative cooling. This explanation highlights the complexities involved in simulating such dynamic systems.

PREREQUISITES
  • Understanding of angular momentum conservation
  • Familiarity with molecular clouds and cosmological overdensities
  • Knowledge of gravitational collapse processes
  • Basic principles of radiative cooling in astrophysics
NEXT STEPS
  • Research the dynamics of molecular clouds in astrophysics
  • Explore simulations of galactic formation using tools like GADGET-2
  • Study the effects of tidal forces on celestial bodies
  • Investigate the role of radiative cooling in star formation
USEFUL FOR

Astronomers, astrophysicists, and students interested in celestial mechanics and the formation of planetary systems and galaxies.

scott_alexsk
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Why is it that for the most part, all orbiting planets in our solar system orbit together on the same 2D plane. The same can be asked for the disk shape of all of the galaxies. (sp everywhere)
Thanks,
-scott
 
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The short answer is that we don't know. The formation of disks on either galactic or planetary scales are extremely difficult to do because they require your simulation to have a huge dynamic range.

The long and crude answer is that the progenitors to these objects (molecular clouds and cosmological overdensities) can be given small torques by the tidal fields of other nearby objects. This causes the entire progenitor to rotate slowly in some arbitrary direction. Then, as it collapses gravitationally, angular momentum must be conserved and the cloud/overdensity begins to rotate more quickly. This rotation produces a strong asymmetry (along the axis of rotation) in the dynamical system. This system tends to conserve angular momentum about the rotation axis, but lose energy to radiative cooling. The net effect is contraction into a disk rotating roughly about the axis created by the original torque.
 

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