Three or more isolated elastic point mass in the universe

In summary, the concept of "Three or more isolated elastic point mass in the universe" refers to a scenario where multiple masses are connected by elastic springs and are not influenced by external forces. Studying this scenario helps us understand the behavior of interconnected masses, which can be applied to real-world systems such as the movement of planets in a solar system. However, this scenario has limitations, such as assuming perfectly elastic springs and not accounting for external influences like friction or air resistance.
  • #1
shivakumar06
69
0
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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  • #2
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".
 

1. What is the concept of "Three or more isolated elastic point mass in the universe"?

The concept refers to a scenario in which three or more masses are isolated from any external forces or influences and are connected by elastic springs. The masses move and interact with each other based on the forces exerted by the springs.

2. What is the significance of studying this scenario?

Studying this scenario helps us understand the behavior of interconnected masses in the absence of external forces. This can have applications in various fields such as astrophysics, engineering, and material science.

3. How do the masses behave in this scenario?

The behavior of the masses depends on the properties of the springs, such as their stiffness and rest length. The masses will oscillate around their equilibrium positions and transfer energy to each other through the springs.

4. Can this scenario be applied to real-world systems?

Yes, this scenario can be applied to real-world systems. For example, the movement of planets in a solar system can be modeled as masses connected by gravitational forces, which can be approximated as elastic springs.

5. Are there any limitations to this scenario?

One limitation is that it assumes perfectly elastic springs, which may not accurately reflect the behavior of real-world systems. Additionally, this scenario does not take into account external influences such as friction or air resistance, which can affect the movement of the masses.

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