Orbits in the Solar System

  • An orbit is the path of any object moving under the influence of gravity, including spacecraft, planets, stars, or galaxies. Once an orbit is determined, future positions can be predicted.
  • Special points in an orbit (in any solar system):
    • Perihelion: the point where a planet is closest to the Sun and moves fastest along its orbit. The name comes from Greek helios for the Sun.
    • Aphelion: the point where a planet is farthest from the Sun and moves slowest along its orbit.
    • For Moon or any satellite orbiting a planet (geek term): perigee (closest to Earth) and apogee (farthest from Earth).
  • Distinguishing terms:
    • Moon: a natural object that orbits a planet.
    • Satellite: an object (often human-made) that orbits a planet.

Orbits of the Planets

  • With Newtonian physics, planetary orbits can be calculated and predicted with high precision.
  • There are eight planets, ordered from the Sun as Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus, and Neptune. Ceres is the largest asteroid and is now classified as a dwarf planet.
  • Orbital data summarized (Table 3.2 data referenced in the transcript):
    • Mercury has the shortest orbital period and the highest orbital speed among the planets.
    • Neptune has the longest orbital period and the slowest average orbital speed.
  • Orbital characteristics:
    • All planets have orbits with relatively low eccentricity (e).
    • Mercury has the most eccentric planetary orbit among the eight planets, with Iightly cited value around e ≈ 0.21; the other planets have eccentricities smaller than 0.1 in the typical summary.
    • Mars has a comparatively larger eccentricity relative to many other planets.
  • The planetary orbits lie close to a common plane, near the ecliptic (the plane of Earth’s orbit).
  • Pluto’s orbit is inclined by about 17° to the ecliptic; Eris’ orbit is inclined by about 44°.
  • All major planets lie within about 10° of the common plane.
  • Key speeds and periods (examples):
    • Mercury: very short period, very high speed; approximate values: $$T \