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| The Lagrangian
points are the five positions in an orbital
configuration where a small object affected only by gravity can
theoretically be stationary relative to two larger objects (such as a
satellite with respect to the Sun and Earth): |
An article of N. Treitz inspired me to write this applet.

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The three
curves
represent the forces (positive to the right, negative to the
left):
F1 (red) by the mass M1 (red) on the mass m at x=x1, and distance r1 |


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Select from the view options of the menu. |
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You
may use the key
"r", or "R" (shift key
and "r", faster) to
rotate the system around the center of mass.
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N.
Treitz: Trojaner am Himmel, Spektrum der Wissenschaft, Oktober
2006 The Lagrange Points The Lagrangian
Points for a Planetary Orbit Satellite
in the triangular libration point (example 7) Lagrange
points for two similar masses Satellites |
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Updated:
2007, Oct 16