Difference between revisions of "Epimetheus"

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!Add-on!!Source!!Version!!Author!!Type!!Release Date!!Compatibility!!Wiki article
 
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|[https://library.avsim.net/esearch.php?DLID=&Name=&FileName=outerplanets-050125.zip&Author=&CatID=root The Outer Planets 050125]||AVSIM||050125||Rolf Keibel<br>Tony Dunn||Scenery||26 January 2005||Orbiter 2005-P1||
 
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|[https://library.avsim.net/esearch.php?DLID=&Name=&FileName=isaturn.zip&Author=&CatID=root Inner Moons of Saturn]||AVSIM||||Rolf Keibel||Scenery||15 October 2002||||
 
|[https://library.avsim.net/esearch.php?DLID=&Name=&FileName=isaturn.zip&Author=&CatID=root Inner Moons of Saturn]||AVSIM||||Rolf Keibel||Scenery||15 October 2002||||
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== Gallery ==
 
== Gallery ==
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<gallery widths="200" heights="200">
 
Epimetheus021015.jpg|<center>Epimetheus from ''isaturn.zip'' in Orbiter 2002</center>
 
Epimetheus021015.jpg|<center>Epimetheus from ''isaturn.zip'' in Orbiter 2002</center>
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Epimetheus-outerplanets050125zip-Orbiter2005P1.jpg|<center>Epimetheus from ''outerplanets-050125.zip'' in Orbiter 2005P1</center>
 
PIA09813 Epimetheus S. polar region.jpg|<center>Epimetheus as seen by the [[w:Cassini-Huygens|Cassini]] spacecraft in December 2007,<br>from Wikimedia Commons</center>
 
PIA09813 Epimetheus S. polar region.jpg|<center>Epimetheus as seen by the [[w:Cassini-Huygens|Cassini]] spacecraft in December 2007,<br>from Wikimedia Commons</center>
 
Epimetheus-Janus Orbit.png|<center>Illustration of the 'horseshoe' orbits of Epimetheus and Janus showing their co-orbiting. Saturn's size and orbital radius are close to scale, but, the inner to outer distance is exaggerrated about 500× and the sizes of the moons are exaggerated about 50 times.<br>From Wikimedia Commons</center>
 
Epimetheus-Janus Orbit.png|<center>Illustration of the 'horseshoe' orbits of Epimetheus and Janus showing their co-orbiting. Saturn's size and orbital radius are close to scale, but, the inner to outer distance is exaggerrated about 500× and the sizes of the moons are exaggerated about 50 times.<br>From Wikimedia Commons</center>

Revision as of 03:03, 24 September 2024

Epimetheus
Epimetheus021015.jpg
Epimetheus in Orbiter 2016 with D3D9 client
Designation
Name Epimetheus
Reference body Saturn
Planetary mean orbits
Epoch 1999.0
Semimajor axis (a) 1.515×108 m
Eccentricity (e) 0.0205
Inclination (i) 0.3323155212°
(0.0058 radian)
Longitude of the ascending node (LAN, ☊) 335.0026932°
(5.8469 radian)
Longitude of periapsis (ϖ) 140.2600682°
(2.448 radian)
Mean longitude (L) 32.97372111°
(0.5755 radian)
Selected physical parameters
Mean radius 115000 m
Mass 5.6×1017 kg
Note *Elements given are from Epimetheus.cfg (isaturn.zip)

Epimetheus (Saturn XI, S/1979 S 1) is a one of the inner moons of Saturn. Janus was discovered by Audouin Dollfus on 15 December 1966. Richard Walker saw what was thought to be the same object three days later since it seemed to haave the same orbit around Saturn. After twelve years, it was realized that there were, in fact, two objects co-orbiting the same region of Saturn's space.

Epimetheus shares the same orbit with Janus. When Janus is in a slightly smaller orbit than Epimetheus, Janus gets ahead of Epimetheus and over time catches up from behind. As Epimetheus pulls Janus toward it, Janus speeds up and Epimetheus slows down slightly, and they 'swap orbits'. Then the process reverses. This cycle occurs about every four years.

Epimetheus in Orbiter

Epimetheus was introduced to Orbiter with the release of isaturn.zip in October 2002.

Orbiter versions and add-ons which include Epimetheus
Add-on Source Version Author Type Release Date Compatibility Wiki article
The Outer Planets 050125 AVSIM 050125 Rolf Keibel
Tony Dunn		 Scenery 26 January 2005 Orbiter 2005-P1
Inner Moons of Saturn AVSIM Rolf Keibel Scenery 15 October 2002

See also

Epimetheus at Wikipedia

Gallery

  • Epimetheus from isaturn.zip in Orbiter 2002
  • Epimetheus from outerplanets-050125.zip in Orbiter 2005P1
  • Epimetheus as seen by the Cassini spacecraft in December 2007,
    from Wikimedia Commons
  • Illustration of the 'horseshoe' orbits of Epimetheus and Janus showing their co-orbiting. Saturn's size and orbital radius are close to scale, but, the inner to outer distance is exaggerrated about 500× and the sizes of the moons are exaggerated about 50 times.
    From Wikimedia Commons
Saturn's natural satellites

edit

Named Satellites::

Aegaeon | Aegir | Albiorix | Alvaldi | Angrboda | Anthe | Atlas | Bebhionn | Beli | Bergelmir | Bestla | Calypso | Daphnis | Dione | Eggther | Enceladus | Epimetheus | Erriapus | Farbauti | Fenrir | Fornjot | Geirrod | Gerd | Greip | Gridr | Gunnlod | Hati | Helene | Hyperion | Hyrrokkin | Iapetus | Ijiraq | Janus | Jarnsaxa | Kari | Kiviuq | Loge | Methone | Mimas | Mundilfari | Narvi | Paaliaq | Pallene | Pan | Pandora | Phoebe | Polydeuces | Prometheus | Rhea | Siarnaq | Skathi | Skoll | Skrymir | Surtur | Suttungr | Tarqeq | Tarvos | Telesto | Tethys | Thiazzi | Thrymr | Titan | Ymir

Numbered Satellites:

S/2004 S 7 | S/2004 S 12 | S/2004 S 13 | S/2004 S 17 | S/2004 S 21 | S/2004 S 24 | S/2004 S 26 | S/2004 S 28 | S/2004 S 29 | S/2004 S 31 | S/2004 S 34 | S/2004 S 36 | S/2004 S 37 | S/2004 S 39 | S/2004 S 40 | S/2004 S 41 | S/2004 S 42 | S/2004 S 43 | S/2004 S 44 | S/2004 S 45 | S/2004 S 46 | S/2004 S 47 | S/2004 S 48 | S/2004 S 49 | S/2004 S 50 | S/2004 S 51 | S/2004 S 52 | S/2004 S 53 | S/2005 S 4 | S/2005 S 5 | S/2006 S 1 | S/2006 S 3 | S/2006 S 9 | S/2006 S 10 | S/2006 S 11 | S/2006 S 12 | S/2006 S 13 | S/2006 S 14 | S/2006 S 15 | S/2006 S 16 | S/2006 S 17 | S/2006 S 18 | S/2006 S 19 | S/2006 S 20 | S/2007 S 2 | S/2007 S 3 | S/2007 S 5 | S/2007 S 6 | S/2007 S 8 | S/2007 S 9 | S/2009 S 1 | S/2019 S 1 | S/2019 S 2 | S/2019 S 3 | S/2019 S 4 | S/2019 S 5 | S/2019 S 6 | S/2019 S 7 | S/2019 S 8 | S/2019 S 9 | S/2019 S 10 | S/2019 S 11 | S/2019 S 12 | S/2019 S 13 | S/2019 S 14 | S/2019 S 15 | S/2019 S 16 | S/2019 S 17 | S/2019 S 18 | S/2019 S 19 | S/2019 S 20 | S/2019 S 21 | S/2020 S 1 | S/2020 S 2 | S/2020 S 3 | S/2020 S 4 | S/2020 S 5 | S/2020 S 6 | S/2020 S 7 | S/2020 S 8 | S/2020 S 9 | S/2020 S 10

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