Neptune VIII - 1989N1
| Proteus Statistics | |
|---|---|
| Discovered by | Stephen Synnott |
| Date of discovery | 1989 |
| Mass (kg) | ? |
| Equatorial radius (km) | 200 |
| Equatorial radius (Earth = 1) | 3.1358e-02 |
| Mean density (gm/cm^3) | ? |
| Mean distance from Neptune (km) | 117,600 |
| Rotational period (days) | ? |
| Orbital period (days) | 1.122315 |
| Mean orbital velocity (km/sec) | 7.63 |
| Orbital eccentricity | 0.0004 |
| Orbital inclination (degrees) | 0.04 |
| Visual geometric albedo | 0.06 |
| Magnitude (Vo) | 20.3 |
Proteus
This image of Proteus was acquired by the Voyager 2 spacecraft on
August 25, 1989 from a range of 146,000 kilometers (91,000 miles).
The resolution is about 1.35 kilometers (.85 miles) per pixel.
The satellite, seen here about half illuminated, has an average
radius of 200 kilometers (120 miles). It is dark (albedo 6
percent) and spectrally grey. Hints of crater-like forms and
groove-like lineations can be discerned. The apparent graininess
of the image is caused by the short exposure necessary to avoid
significant smear.
(Copyright Calvin J. Hamilton)
Topographic Map of Proteus
This is a topographic map of Proteus. It is based upon the shape model of Phil
Stooke. As with all maps, it is the cartographer's interpretation;
not all features are necessarily certain given the limited data
available. This interpretation stretches the data as far as possible.
(Courtesy A. Tayfun Oner)
Shaded Relief Map of Proteus
This image is a shaded relief map of Proteus, a small inner satellite
of Neptune. As with all maps, it is the cartographer's interpretation
and not all features are necessarily certain given the limited data
available. This interpretation stretches the data as far as is feasible.
(Courtesy Phil Stooke)
Simple Cylindrical Map of Proteus
This image is a shaded relief map of Proteus, a small inner satellite
of Neptune. As with all maps, it is the cartographer's interpretation
and not all features are necessarily certain given the limited data
available. This interpretation stretches the data as far as is feasible.
This map is similar to the above map but was reprojected to the
Simple Cylindrical projection. As with all cylindrical projections,
this map is severely distorted near the poles (top and bottom edges).
(Courtesy Phil Stooke)

Neptune
Larissa
Triton