Three or more isolated elastic point mass in the universe

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SUMMARY

The discussion centers on the gravitational interactions of three or more isolated point masses in the universe, particularly when separated by large distances. Participants suggest that the "three body problem" is relevant to understanding these dynamics. It is established that the concept of "infinite distance" is a misnomer, as gravitational attraction diminishes but does not cease entirely. The relevance of collision in this context is deemed negligible, focusing instead on the gravitational influences over time.

PREREQUISITES
  • Understanding of classical mechanics
  • Familiarity with gravitational forces
  • Knowledge of the three body problem in physics
  • Basic concepts of point mass in astrophysics
NEXT STEPS
  • Research the mathematical solutions to the three body problem
  • Explore simulations of gravitational interactions among multiple point masses
  • Study the implications of gravitational attraction over vast distances
  • Investigate the role of collision in gravitational dynamics
USEFUL FOR

Astronomers, physicists, students of classical mechanics, and anyone interested in gravitational interactions in astrophysics.

shivakumar06
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hai friends,
i would like to know what would happen to three isolated point separated by infinite distance are attracted by gravity after collision? similary for four , five and so on... number of isolated masses?
 
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shivakumar06 said:
hai friends,
i would like to know what would happen to three isolated point separated by infinite distance are attracted by gravity after collision? similary for four , five and so on... number of isolated masses?

Assuming that "infinite distance" is not infinite and that the collision is irrelevant, Google for "three body problem".
 

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