In a system with two objects interacting via the force of gravity, if the total energy (gravitational binding energy kinetic energy) is zero, then the possible orbits of one object about the other could be _____.

Respuesta :

Gravitational binding energy is the minimum energy that must be added in the system for it to cease.

Explanation:

A gravitational binding energy is the base vitality that must be added to a framework for the framework to stop being in a gravitationally bound state. A gravitationally bound framework has a lower (i.e., increasingly negative) gravitational potential vitality than the total of its parts—this is the thing that keeps the framework accumulated as per the base all out potential vitality standard.

As indicated by the virial hypothesis, the gravitational binding energy of a star is around multiple times its interior warm vitality all together for hydro static harmony to be maintained. As the gas in a star turns out to be increasingly relativistic, the gravitational restricting vitality required for hydro static balance approaches zero and the star gets insecure (exceptionally delicate to annoyances), which may prompt a supernova in high-mass stars because of solid radiation weight or dark gaps in neutron stars.

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