However, while browsing around some of my favorite sites, I discovered an entry in Wired's dot Physics column that was very relevant to topics I've discussed recently on this blog:
James Webb Space Telescope and L2 Orbits
Dr. Allain goes into a fair amount of detail on analyzing the gravitational and non-gravitational forces that will act on JWST at the L2 Lagrange point, even including the question of stability of bodies at this location. A similar analysis could be done for L1 and L3. We already have a small fleet of spacecraft at the Sun-Earth L1 point (YouTube), and WMAP operated at L2, but don't yet have a good use for the Sun-Earth L3 point (maybe a full-time solar observatory for maintaining 360 degree coverage of solar activity?).
Perhaps the Geocentrists might find this analysis useful in meeting the Lagrange Point challenge?
I'll use this opportunity to show off a few tests of my explorations of the Lagrange points using my n-body code (see Doin' Real Science: Simulating Particles). I've run some simulations of the Sun (red) & Jupiter (green) and placed test particles (cyan x) of negligible mass (spacecraft?) near the unstable Lagrange points (L1, L2, L3) and similar test particles (magenta +) near the stable Lagrange points at L4 & L5.
Click for larger image or download movie here (11MB) |
In the movie above, I've set the origin of the coordinate system at the center of the Sun and turned off the particle trails. As the movie plays, we see the particles near the stable Lagrange Points (magenta) pretty much stay on the orbit of Jupiter, while the particles at the unstable points (cyan) move substantially. But we can get a much better idea of what's happening if we transform to a coordinate system that rotates around the Sun with Jupiter.
Click for larger image or download movie here (11MB) |
Click for larger image or download movie here (11MB) |
Enjoy!
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