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[[File:Snapshot of the planetary orbital poles.png|right|300px|thumb|The north orbital poles of the [[Solar System]] planets all lie within [[Draco (constellation)|Draco]]. The central yellow dot represents the [[Sun]]'s north pole. [[Jupiter]]'s north orbital pole is colored orange, [[Mercury (planet)|Mercury]]'s pale blue, [[Venus]]'s green, [[Earth]]'s blue, [[Mars]]'s red, [[Saturn]]'s magenta, [[Uranus]]'s grey, and [[Neptune]]'s lavender. That of the [[dwarf planet]] [[Pluto]] is shown as the dotless cross off in [[Cepheus (constellation)|Cepheus]].]]
An '''orbital pole''' is either point at the ends of the '''orbital normal''', an imaginary [[line segment]] that runs through a [[Focus (geometry)|focus]] of an [[orbit]] (of a revolving body like a [[planet]], [[Natural satellite|moon]] or [[satellite]]) and is [[perpendicular]]
The [[north]] orbital pole of a revolving body is defined by the [[right-hand rule]]. If the fingers of the right hand are curved along the [[retrograde and prograde motion|direction of orbital motion]], with the thumb extended and oriented to be parallel to the orbital [[axis of rotation|axis]], then the direction the thumb points is defined to be the orbital north.
The poles of [[Earth's orbit]] are referred to as the ''[[ecliptic]] poles''. For the remaining planets, the orbital pole in [[ecliptic coordinates]] is given by the [[longitude of the ascending node]] ({{math|☊}}) and [[inclination]] (
{|class=wikitable
|-
! Object !! [[longitude of the ascending node|{{math|☊}}]]{{refn|name="jpl horizons web"}} !!
|- align="right"
| align="left" | [[Mercury (planet)|Mercury]] || 48.331° || 7.005° || 318.331° || 82.995° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Venus]] || 76.678° || 3.395° || 346.678° || 86.605° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Earth]]
| {{efn|name="coord singularity"}}140° || 0.0001° || {{efn|name="coord singularity"}}50° || 89.9999° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Mars]] || 49.562° || 1.850° || 319.562° || 88.150° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Ceres (dwarf planet)|Ceres]] || 80.494° || 10.583° || 350.494° || 79.417° || align="left" | {{nobr|19
|- align="right"
| align="left" | [[Jupiter]] || 100.492° || 1.305° || 10.492° || 88.695° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Saturn]] || 113.643° || 2.485° || 23.643° || 87.515° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Uranus]] || 73.989° || 0.773° || 343.989° || 89.227° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Neptune]] || 131.794° || 1.768° || 41.794° || 88.232° || align="left" | {{nobr|18
|- align="right"
| align="left" | [[Pluto]] || 110.287° || 17.151° || 20.287° || 72.849° || align="left" | {{nobr|20
|}
When a satellite orbits close to another large body, it can only maintain continuous observations in areas near its orbital poles. The continuous viewing zone (CVZ) of the [[Hubble Space Telescope]] lies inside roughly 24° of Hubble's orbital poles, which [[Precession|precess]] around the Earth's axis every 56 days.<ref>{{
==Ecliptic Pole==
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It is impossible anywhere on Earth for either ecliptic pole to be at the [[zenith]] in the [[night sky]]. By definition, the ecliptic poles are located 90° from the [[position of the Sun|Sun's position]]. Therefore, whenever and wherever either ecliptic pole is directly overhead, the Sun must be on the [[horizon]]. The ecliptic poles can contact the zenith only within the [[Arctic Circle|Arctic]] and [[Antarctic Circle|Antarctic]] circles.
The [[galactic coordinates]] of the North ecliptic pole can be calculated as {{nobr|{{math|''
==See also==
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}}
{{Reflist|refs=
<ref name="jpl horizons web">Data from {{Cite web|title=HORIZONS Web-Interface|url=https://ssd.jpl.nasa.gov/horizons.cgi?s_type=1
}}
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