Embedded Files
EXAMPLE 19. THE TWENTY LARGE SATELLITES – THEIR MOVEMENTS SYCHRONIZED WITH EARTH’S ROTATION AND REVOLUTION.
The Solar System contains just TWENTY LARGE Satellites. All the other satellites can be classed as small satellites.
The SUM of the orbital periods of The TWENTY LARGE Satellites is 227.00384 Earth days.
(A). During this time period, Earth rotates (in relation to The Sun) 227 rotations + a residual angle of 1.4 degrees.
(B). During this time period, Earth rotates (sidereally – ie:- in relation to the fixed stars) 227 rotations + a residual angle of 225.1 degrees.
(C). During this time period Earth revolves an angle of 223.7 degrees.
(D). During One Earth Year, The TWENTY LARGE Satellites of The Solar System revolve altogether a total of 2182 revolutions + a residual angle of 43.5 degrees.
Sample calculations:- (B). (227.00384 ÷ 0.9972697) = 227.6253 sidereal rotations of Earth, and (0.6253 x 360) = 225.1 degrees. That is 227 sidereal rotations of Earth + a residual angle of 225.1 degrees.
(D). (365.256 ÷ 27.32166) + (365.256 ÷ 1.769137786) - - - etc - - = 2182.1208 revolutions, and (0.1208 x 360) = 43.5 degrees. That is 2182 revolutions + a residual angle of 43.5 degrees.
When you depict each of these four residual angles as a (single line) radius, the four radiuses look like this:-
The material on this web site is also available in the book Astronomy - The Dishonest Science, by Roger Elliott (available on Amazon).
The material on this web site is also available in the book Astronomy - The Dishonest Science, by Roger Elliott (available on Amazon).
Once again, it is glaringly, blindingly obvious that these residual angles are NOT randomly distributed, as they absolutely SHOULD be if Newtonian Physics alone governed the movements of celestial bodies. (The gravitational field of Earth is insufficiently strong to alter or affect the orbital periods of distant satellites.) Once again, these residual angles all (mysteriously) “hug” the octants. “Something else” (other than Newtonian Physics) is influencing and dictating the movements of these satellites.
Here is the numerical data that you will need in order to verify the above. The name of each satellite is followed (in brackets) by its orbital period, expressed in Earth days.
Earth’s single Large Satellite is The Moon (27.32166)
Jupiter’s Four Large Satellites are:- Io (1.769137786), and Europa (3.551181041), and Ganymede (7.15455296), and Callisto (16.6890184)
Saturn’s Eight Large Satellites are:- Mimas (0.942421813), and Enceladus (1.370217855), and Tethys (1.887802160), and Dione (2.736914742), and Rhea (4.517500436), and Titan (15.94542068), and Hyperion (21.2766088), and Iapetus (79.3301825).
Uranus’ Five Large Satellites are:- Miranda (1.4134840), and Ariel (2.52037932), and Umbriel (4.1441765), and Titania (8.7058703), and Oberon (13.4632423).
Neptune’s Single Large Satellite is Triton (5.8768441).
Pluto’s Single Large Satellite is Charon (6.387230).
To calculate the probability theory, we need to focus on just items A, B, and C in this example.
The statistical odds against all three residual angles “hugging” the octants so closely is calculated in the following manner:- The largest “deviation” is 1.4 degrees (Item A). In that case, the odds against chance occurrence are 1 chance in
1 ÷ [[(1.4 x 2 x 8) ÷ 360]3] = 4151 (1 chance in 4151). In fact, the odds are longer than this, because some of the deviations are smaller than 1.4 degrees. Furthermore, when we factor in item D, this lengthens the odds even further.
To verify numerical data, go to Appendix 2. Section 3 for Earth Year and Earth sidereal rotation period, and Section 12 for large satellites. (Note:- Numerical data verification is only available in the book.)
Page updated
Google Sites
Report abuse