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Slatiebartfarce
[SOLVED] The Roche Limit
What's hte formula for the Roche Limit? I can't find it any where!
What's hte formula for the Roche Limit? I can't find it any where!
The Roche Limit Formula is a mathematical equation used to calculate the distance at which a celestial object will break apart due to the gravitational forces of a larger object. It is named after the French astronomer Edouard Roche who first proposed it in the 19th century.
The Roche Limit Formula is used in astronomy to determine the stability of celestial bodies, such as planets and moons, within a system. It helps scientists understand how these objects interact with each other and can predict when a satellite or moon may break apart due to tidal forces.
The Roche Limit Formula takes into account the masses and densities of the two objects, as well as the distance between them. It also considers the strength of the objects' gravitational forces and the shape of their orbits.
While the Roche Limit Formula is a useful tool for predicting the stability of celestial bodies, it does have limitations. It assumes that the objects are perfectly spherical, have uniform density, and do not have any internal structures that could affect their stability.
The Roche Limit Formula has been used to explain various celestial phenomena, such as the formation of Saturn's rings and the disintegration of comets when they pass too close to a planet. It has also been used to understand the behavior of exoplanets and their moons in other solar systems.