Ebook: Solving Kepler's Equation Over Three Centuries
Author: Peter Colwell
- Year: 1993
- Publisher: Willlmann-Bell
- Language: English
- pdf
The sole subject of our work is Kepler's Equation (KE):
M = E - esinE.
In its narrowest form, the Kepler problem is to solve KE for E, given M in
the interval [0, pi] and e in the interval [0, 1].
In virtually every decade from 1650 to the present there have appeared
papers devoted to the Kepler problem and its solution. We can see from a list
of them that the problem has enticed a wide variety of scientists to comment
on or involve themselves in its solution.
[...]
M = E - esinE.
In its narrowest form, the Kepler problem is to solve KE for E, given M in
the interval [0, pi] and e in the interval [0, 1].
In virtually every decade from 1650 to the present there have appeared
papers devoted to the Kepler problem and its solution. We can see from a list
of them that the problem has enticed a wide variety of scientists to comment
on or involve themselves in its solution.
[...]
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