Pluto's Outer Moons Orbit Chaotically, With Unpredictable Sunrises and Sunsets
StartsWithABang writes: Few things in this world are as regular as sunrise and sunset. With the application of a little physics, you can predict exactly where and when the sun will rise or set from any location on Earth. Thus far, every world in our Solar System — planet, moon and asteroid — has had the exact same experience as us. But out in the Kuiper belt, Pluto is different. The only known world in the Solar System where a significant fraction of the system's mass is not in a single component, the outer moons of the Pluto-Charon system provide a unique environment to study how planets might behave in orbit around binary stars. The amazing takeaway? The rotational part of the orbit is chaotic; the worlds tumble, and hence sunrises and sunsets are no longer predictable.
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At this point you could be posting next weeks lotto numbers, I still wouldn't read it.
The rotational part of the orbit is chaotic; the worlds tumble, and hence sunrises and sunsets are no longer predictable.
"Rotating around more than one axis" doesn't automatically mean chaotic, does it?
Also there was this quote from the article:
If you were on a fixed point on the surface of Nix, you’d see the Sun rise in the east on one day, then at an ever-changing angle over the next few days, and eventually it would rise in the west, cycling through in chaotic fashion.
Aren't "cycling" and "chaotic" mutually exclusive?
Even on Earth the Sun rises in an "ever-changing position" at an "ever-changing angle," but we don't call that chaotic.
systemd is Roko's Basilisk.
Not a single science fiction writer, or scientific study that I know, imagined worlds with chaotic orbits. But here is one, in our own solar system. And we found out just now.
Definition Moon: any planetary satellite:
the moons of Jupiter.
Asteroids do not concern me, Slashdot.
Dwarf moons?
Saturn's moon Hyperion is also known to tumble chaotically.
http://www.dynamics.unam.edu/B...
Evolution of attractors in quasiperiodically forced systems, From quasiperiodic to strange nonchaotic to chaotic.