Table 2: Planet - Data
|
Planet:
Ring-System ? |
yes (!) |
yes |
yes |
yes |
no |
no |
| Radius (km) |
60 268
|
71 492
|
25 559
|
24 764
|
3 397
|
6 378
|
| Rotation Period (h) |
10.66
|
9.92
|
- 17.24
|
16.11
|
24.62
|
23.93
|
| Equatorial Velocity (km / s) (a) |
9.87
|
12.58
|
2.59
|
2.68
|
0.24
|
0.46
|
| Escape Vel. (km/s) Orbital Velocity (b) |
35.5
25.1 |
59.5
42.1 |
21.3
15.1 |
23.5
16.6 |
5.03
3.60 |
11.19
7.90 |
| Ratio (a) : (b) |
1 : 2.5
|
1 : 3.3
|
1 : 5.8
|
1 : 6.2
|
1 : 15
|
1 : 17
|
| Density (kg / dm3) |
0.69
|
1 .33
|
1 .27
|
1 .64
|
3 .93
|
5. 51
|
| Ellipticity |
0.098
|
0.065
|
0.023
|
0.017
|
0.006
|
0.003
|
Above data suggest, that a favourable ratio of equatorial
velocity to escape- velocity is a precondition for formation of planetary
ring systems. This ratio (a : b) also seems to determine the mean density
and ellipticity of a planet.
Data Source: NASA < http://nssdc.gsfc.nasa.gov/planetary/factsheet/
> with own calculations.
The rotation period and radius of Uranus
are not well defined yet. Uranus' mean density will fall into the
apparent pattern, if its radius is being measured at a somewhat different
pressure level.
Figure 3/5: Swing System
"Shaker effects" as described in Article 1 and 2 are equivalent
to swing effects.
A rotation in a swing (grafik) is being driven by lifting one's
body mass against earth's gravitation.
A rotation produced by "shaker effects" is being driven by "lifting"
masses against centrifugal forces - as in case
of a rotating fluid in an shaken glass. Gravitational
forces and centrifugal forces are equivalent, as far as laws of motion
are concerned
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