Kepler3 - Kepler's Laws of Planetary Motion An ellipse is a...

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Kepler's Laws of Planetary Motion An ellipse is a squashed circle that can be drawn by punching two thumb tacks into some paper, looping a string around the tacks, stretching the string with a pencil, and moving the pencil around the tacks while keeping the string taut. The figure traced out is an ellipse and the thumb tacks are at the two foci of the ellipse. An oval shape (like an egg) is not an ellipse: an oval tapers at one end, but an ellipse is tapered at both ends (Kepler had tried oval shapes but he found they did not work). There are some terms I will use frequently in the rest of this book that are used in discussing any sort of orbit. Here is a list of definitions: 1. Major axis ---the length of the longest dimension of an ellipse. 2. Semi-major axis ---one half of the major axis and equal to the distance from the center of the ellipse to one end of the ellipse. It is also the average distance of a planet from the Sun at one focus. 3.
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This note was uploaded on 12/15/2011 for the course AST AST1002 taught by Professor Emilyhoward during the Fall '10 term at Broward College.

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Kepler3 - Kepler's Laws of Planetary Motion An ellipse is a...

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