Difference between revisions of "Naiad"
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!bgcolor="lightsteelblue" colspan="2" align="center" |Naiad | !bgcolor="lightsteelblue" colspan="2" align="center" |Naiad | ||
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− | |colspan="2" align="center"|[[Image:Naiad- | + | |colspan="2" align="center"|[[Image:Naiad-outerplanets060929basezip-Orbiter2006P1.jpg|240px]] |
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− | |colspan="2" align="center"|<center>'''Naiad from '' | + | |colspan="2" align="center"|<center>'''Naiad from ''outer_planets-060929-base.zip'' in Orbiter 2006P1'''</center> |
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!bgcolor="lightsteelblue" colspan="2"|Designation | !bgcolor="lightsteelblue" colspan="2"|Designation | ||
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!bgcolor="lightsteelblue" colspan="2"|Planetary mean orbits | !bgcolor="lightsteelblue" colspan="2"|Planetary mean orbits | ||
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− | |width="30%"|Epoch||align="right" width="50%"| | + | |width="30%"|Epoch||align="right" width="50%"|2006.64779710751 |
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− | |width="30%"|Semimajor axis (a)||align="right" width="50%"| | + | |width="30%"|Semimajor axis (a)||align="right" width="50%"|48245524.2397345 m |
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− | |width="30%"|Eccentricity (e)||align="right" width="30%"|0. | + | |width="30%"|Eccentricity (e)||align="right" width="30%"|0.00135055274578586 |
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− | |width="30%"|Inclination (i)||align="right" width="30%"| | + | |width="30%"|Inclination (i)||align="right" width="30%"|23.8372032869836° <br> (0.416037681825079 radian) |
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− | |width="30%"|Longitude of the ascending node (LAN, ☊)||align="right" width="30%"| | + | |width="30%"|Longitude of the ascending node (LAN, ☊)||align="right" width="30%"|50.5596766526113° <br> (0.882432826331772 radian) |
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− | |width="30%"|Longitude of periapsis (ϖ)||align="right" width="30%"| | + | |width="30%"|Longitude of periapsis (ϖ)||align="right" width="30%"|76.9611480638155° <br> (1.34322542982844 radian) |
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− | |width="30%"|Mean longitude (L)||align="right" width="30%"| | + | |width="30%"|Mean longitude (L)||align="right" width="30%"|373.073427931938° <br> (6.5113596691141 radian) |
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!bgcolor="lightsteelblue" colspan="2"|Selected physical parameters | !bgcolor="lightsteelblue" colspan="2"|Selected physical parameters | ||
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|width="30%"|LAN||align="right" width="30%"|3.8594 | |width="30%"|LAN||align="right" width="30%"|3.8594 | ||
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− | |width="30%"|Note||align="right" width="30%"|*Elements given are from Naiad.cfg ( | + | |width="30%"|Note||align="right" width="30%"|*Elements given are from Naiad.cfg (outer_planets-060929-base.zip) |
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!Add-on!!Source!!Version!!Author!!Type!!Release Date!!Compatibility!!Wiki article | !Add-on!!Source!!Version!!Author!!Type!!Release Date!!Compatibility!!Wiki article | ||
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+ | |[https://library.avsim.net/esearch.php?DLID=&Name=&FileName=outer_planets-060929-base.zip&Author=&CatID=root The Outer Planets 060929 Base]||AVSIM||||Rolf Keibel<br>Carl Romanik<br>Tony Dunn||Scenery||30 September 2006||Orbiter 2006-P1|| | ||
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|[https://library.avsim.net/esearch.php?DLID=&Name=&FileName=outerplanets-050329_update.zip&Author=&CatID=root The Outer Planets 050329 Update]||AVSIM||050329||Rolf Keibel<br>Tony Dunn<br>Carl Romanik||Scenery||30 March 2005|||| | |[https://library.avsim.net/esearch.php?DLID=&Name=&FileName=outerplanets-050329_update.zip&Author=&CatID=root The Outer Planets 050329 Update]||AVSIM||050329||Rolf Keibel<br>Tony Dunn<br>Carl Romanik||Scenery||30 March 2005|||| | ||
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Naiad-NeptuneMoonszip-Orbiter2003P2.jpg|<center>Naiad from ''NeptuneMoons.zip'' in Orbiter 2003P2</center> | Naiad-NeptuneMoonszip-Orbiter2003P2.jpg|<center>Naiad from ''NeptuneMoons.zip'' in Orbiter 2003P2</center> | ||
Naiad-outerplanets050125zip-Orbiter2005P1.jpg|<center>Naiad from ''outerplanets-050125.zip'' in Orbiter 2005P1</center> | Naiad-outerplanets050125zip-Orbiter2005P1.jpg|<center>Naiad from ''outerplanets-050125.zip'' in Orbiter 2005P1</center> | ||
+ | Naiad-outerplanets060929basezip-Orbiter2006P1.jpg|<center>Naiad from ''outer_planets-060929-base.zip'' in Orbiter 2006P1</center> | ||
Neptune Trio.jpg|<center>Image of Naiad, [[Thalassa]], and [[Despina]] from [[w:Voyager 2|Voyager 2]],<br>from Wikimedia Commons</center> | Neptune Trio.jpg|<center>Image of Naiad, [[Thalassa]], and [[Despina]] from [[w:Voyager 2|Voyager 2]],<br>from Wikimedia Commons</center> | ||
Naiad Voyager.png|<center>[[w:Voyager 2|Voyager 2]] discovery image of Naiad in 1989,<br>Smearing due to spacecraft motion,<br>from Wikimedia Commons</center> | Naiad Voyager.png|<center>[[w:Voyager 2|Voyager 2]] discovery image of Naiad in 1989,<br>Smearing due to spacecraft motion,<br>from Wikimedia Commons</center> |
Revision as of 11:33, 17 October 2024
Naiad (Neptune III, S/1999 N 6) is innermost known moons of Neptune. It was discovered Voyager 2 in September 1989. It is named after the naiads of Greek mythology.
Naiad in Orbiter
Naiad was first introduced into Orbiter with the add-on neptune.zip in November 2002.
Add-on | Source | Version | Author | Type | Release Date | Compatibility | Wiki article |
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The Outer Planets 060929 Base | AVSIM | Rolf Keibel Carl Romanik Tony Dunn |
Scenery | 30 September 2006 | Orbiter 2006-P1 | ||
The Outer Planets 050329 Update | AVSIM | 050329 | Rolf Keibel Tony Dunn Carl Romanik |
Scenery | 30 March 2005 | ||
The Outer Planets 050125 | AVSIM | 050125 | Rolf Keibel Tony Dunn |
Scenery | 26 January 2005 | Orbiter 2005-P1 | |
Neptune Minor Moons | O-F Resources | 2004-12-14 | Nighthawke | Scenery | 14 December 2004 | ||
Neptune | AVSIM | Rolf Keibel | Scenery | 7 November 2002 |
Voyager 2 discovery image of Naiad in 1989,
Smearing due to spacecraft motion,
from Wikimedia Commons
:
Neptune's natural satellites |
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Named satellites:
Despina | Galatea | Halimede | Hippocamp | Laomedeia | Larissa | Naiad | Nereid | Neso | Proteus | Psamathe | Sao | Thalassa | Triton Numbered Satellites: |
See also: Pronunciation key | rings of Neptune |
edit The Solar System | |
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Central star |
Sun (Sol) |
Planets |
Mercury - Venus - Earth - Mars - Jupiter - Saturn - Uranus - Neptune |
Natural satellites |
Moon - Phobos - Deimos - Io - Europa - Ganymede - Titan - more... |
Add-ons |
Planets - Dwarf Planets - Small objects - Natural satellites - Alternative star systems |
This natural satellite related article is a stub. You can help Orbiterwiki by expanding it.
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