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Tug of war (astronomy)
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Tug of war (astronomy) : ウィキペディア英語版
Tug of war (astronomy)
The tug of war in astronomy is the ratio of planetary and solar attractions on a natural satellite. The term was coined by Isaac Asimov in ''The Magazine of Fantasy and Science Fiction'' in 1963.〔Isaac Asimov: ''Asimov on Astronomy'' Coronet Books,1976, ISBN 0-340-20015-4 pp125-139〕
== Law of universal gravitation ==

According to Isaac Newton's law of universal gravitation
: F= G\cdot \frac
In this equation
:F is the force of attraction
:G is the gravitational constant
:m1 and m2 are the masses of two bodies
:d is the distance between the two bodies
The two main attraction forces on a satellite are the attraction of the Sun and the satellite's primary (the planet the satellite orbits). Therefore, the two forces are
: F_p= \frac
: F_s= \frac
where the subscripts ''p'' and ''s'' represent the primary and the sun respectively, and ''m'' is the mass of the satellite.
The ratio of the two is
: \frac = \frac

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