THE RIGHT ANGLE REMAINDER RULE, FORMAT TEN. DEMONSTRATIONS.
The Earth/Moon System has its movements very precisely synchronized (in respect of THE RIGHT ANGLE RULE) with The Jupiter System in NINE different, separate, independent ways (too many ways to be dismissed as “cherry-picked” chance occurrence!). Newtonian Physics cannot explain why this happens. In terms of Newtonian Doctrinal Fundamentalism, these synchronizations are “impossible”.
Example 1. During One Earth Year, Jupiter rotates 883 complete rotations plus A REMAINDER of ONE RIGHT ANGLE (error 1.18 degrees).
DEMONSTRATION:- The Earth Year = 365.25636 Earth days.
Jupiter’s Rotation Period = 0.41353831 Earth days.
365.25636 ÷ 0.41353831 = 883.24673 rotations.
0.24673 x 360 = 88,82 degrees.
90 degrees minus 88.82 = 1.18 degrees.
To verify The Earth Year, click on this link:-
www.solarsystemtimeperiods.com/orbital
To verify Jupiter’s Rotation Period, click on this link:-
www.solarsystemtimeperiods.com/jup-rot
Example 2. During One Lunar Day, Jupiter rotates 2 complete rotations plus A REMAINDER of TWO RIGHT ANGLES (error 1.05 degrees).
DEMONSTRATION:- The Lunar Day = 1.0350501 Earth days.
Jupiter’s Rotation Period = 0.41353831 Earth days.
1.0350501 ÷ 0.41353831 = 2.5029 rotations.
0.5029 x 360 = 181.05 degrees.
180 degrees = 2 right angles.
The error = 1.05 degrees.
To verify The Lunar Day, click on this link:-
www.solarsystemtimeperiods.com/days
To verify Jupiter’s Rotation Period, click on this link:-
www.solarsystemtimeperiods.com/jup-rot
Example 3. During One Jupiter Orbital Period, The Moon revolves 158 complete revolutions plus A REMAINDER of TWO RIGHT ANGLES (error 1.47 degrees).
DEMONSTRATION:- Jupiter’s Orbital Period = 4330.595 Earth days.
The Moon’s Orbital Period = 27.321661 Earth days.
4330.595 ÷ 27.321661 = 158.504 revolutions.
0.504 x 360 = 181.47 degrees.
180 degrees = 2 right angles.
The error =1.47 degrees.
To verify Jupiter’s Orbital Period, click on this link:-
www.solarsystemtimeperiods.com/planet-orbital
To verify The Moon’s Orbital Period, click on this link:-
www.solarsystemtimeperiods.com/large-sats
Example 4. During 2 Jupiter Synodic Revolution Periods, The Lunar Perigee revolves ONE RIGHT ANGLE (error 1.12 degrees).
DEMONSTRATION:- Jupiter’s Synodic Revolution Period = 398.8846 Earth days.
The Revolution Period of The Lunar Perigee = 3231.492837 Earth days.
(2 x 398.8846) ÷ 3231.492837 = 0.24687 revolutions.
0.24687 x 360 = 88.874 degrees.
Error = 90 minus 88.874 = 1.1256 degrees.
To verify Jupiter’s Synodic Revolution Period, click on this link:-
www.solarsystemtimeperiods.com/planet-synodic
To verify The Revolution Period of The Lunar Perigee, click on this link:-
www.solarsystemtimeperiods.com/lunar-perigee
Example 5. During One Lunar Perigeal Revolution Period, Jupiter revolves THREE RIGHT ANGLES (error 1.37 degrees) and also:- During One Lunar Perigeal Revolution Period, Jupiter rotates 7814 complete rotations plus ONE RIGHT ANGLE (error 0.956 degrees).
DEMONSTRATION:- The Revolution Period of The Lunar Perigee = 3231.492837 Earth days.
Jupiter’s Orbital Period = 4330.595 Earth days.
3231.492837 ÷ 4330.595 = 0.7462 revolutions.
0.7462 x 360 = 268.63 degrees.
Three Right Angles = 270 degrees.
Error = 270 minus 268.63 = 1.37 degrees.
And also:-
Jupiter’s Rotation Period = 0.41353831 Earth days.
3231.492837 ÷ 0.41353831 = 7814.253 rotations.
0.253 x 360 = 90.956 degrees.
Error = 90.956 minus 90 = 0.956 degrees.
To verify Jupiter’s Orbital Period, click on this link:-
www.solarsystemtimeperiods.com/planet-orbital
To verify Jupiter’s Rotation Period, click on this link:-
www.solarsystemtimeperiods.com/jup-rot
To verify The Revolution Period of The Lunar Perigee, click on this link:-
www.solarsystemtimeperiods.com/lunar-perigee
Example 6. During One Eclipse Year (346.620080 Earth days), Jupiter’s Four Large (“Galilean”) Satellites revolve altogether a total of 130589.93 degrees, which is equivalent to 362 complete revolutions plus A REMAINDER of THREE RIGHT ANGLES (error 0.067 degrees).
DEMONSTRATION:- The Eclipse Year = 346.620080 Earth days
Here are the Orbital Periods (expressed in Earth days) of Jupiter’s Four Large “Galilean” Satellites:- Io 1.769137786 and Europa 3.551181041 and Ganymede 7.15455296 and Callisto 16.6890184
(346.620080 ÷ 1.769137786) + (346.620080 ÷ 3.551181041) + (346.620080 ÷ 7.15455296) + (346.620080 ÷ 16.6890184) = 362.7498 revolutions, which = 362.7498 x 360 = 130589.93 degrees.
0.7498 x 360 = 269.93 degrees.
270 degrees = Three Right Angles.
Error = 270 minus 269.93 = 0.067 degrees.
To verify The Eclipse Year, click on this link:-
www.solarsystemtimeperiods.com/eclipse-year
To verify The Orbital Periods of Jupiter’s Four Large “Galilean” Satellites, click on this link:-
www.solarsystemtimeperiods.com/large-sats
To verify Satellite Sizes, click on this link (See the radius and mass columns in the tables):-
www.solarsystemtimeperiods.com/planet-orbital
Example 7. Jupiter’s Four Large (“Galilean”) Satellites:- The SUM of their Orbital Periods = 29.163890 Earth days. During this time period, Earth rotates 29 complete rotations plus A REMAINDER of ONE RIGHT ANGLE (error 2.255 degrees).
DEMONSTRATION:- Here are the Orbital Periods (expressed in Earth days) of Jupiter’s Four Large “Galilean” Satellites:- Io 1.769137786 and Europa 3.551181041 and Ganymede 7.15455296 and Callisto 16.6890184
The SUM of these four periods = 29.163890 Earth days.
Earth’s rotation period = 0.997269663 Earth days.
29.163890 ÷ 0.997269663 = 29.2437 rotations.
0.2437 x 360 = 87.745 degrees.
Error = 90 minus 87.745 = 2.255 degrees.
To verify Earth’s Rotation Period, click on this link:-
www.solarsystemtimeperiods.com/earth-periods
To verify The Orbital Periods of Jupiter’s Four Large “Galilean” Satellites, click on this link:-
www.solarsystemtimeperiods.com/large-sats
To verify Satellite Sizes, click on this link (See radius and mass columns in the tables):-
www.solarsystemtimeperiods.com/planet-orbital
Example 8. During One Earth Rotation Period, Jupiter’s Eight “Regular” Satellites (ie:- The Four Small “Inner” (Amalthean) Satellites and The Four Large “Galilean” Satellites) revolve altogether a total of 4050.25 degrees, which is equivalent to 11 complete revolutions plus A REMAINDER of ONE RIGHT ANGLE (error 0.25 degrees).
DEMONSTRATION:- Earth’s rotation period = 0.997269663 Earth days.
Here are the orbital periods (expressed in Earth days) of Jupiter’s Four Small “Inner” (Amalthean) Satellites:- Metis 0.294780 and Adrastea 0.298260 and Amalthea 0.498179 and Thebe 0.674536
Here are the Orbital Periods (expressed in Earth days) of Jupiter’s Four Large “Galilean” Satellites:- Io 1.769137786 and Europa 3.551181041 and Ganymede 7.15455296 and Callisto 16.6890184
(0.997269663 ÷ 0.294780) + (0.997269663 ÷ 0.298260) + (0.997269663 ÷ 0.498179) + (0.997269663 ÷ 0.674536) + (0.997269663 ÷ 1.769137786) + (0.997269663 ÷ 3.551181041) + (0.997269663 ÷ 7.15455296) + (0.997269663 ÷ 16.6890184) = 11.25068 revolutions.
0.25068 x 360 = 90.246 degrees.
Error = 0.25 degrees.
To verify Earth’s Rotation Period, click on this link:-
www.solarsystemtimeperiods.com/earth-periods
To verify The Orbital Periods of Jupiter’s Four Large “Galilean” Satellites, click on this link:-
www.solarsystemtimeperiods.com/large-sats
To verify The Orbital Periods of Jupiter’s Four Small “Inner” Satellites, click on this link:-
www.solarsystemtimeperiods.com/jup-inner
To verify Satellite Sizes, click on this link (See radius and mass columns in the tables):-
www.solarsystemtimeperiods.com/planet-orbital
Example 9. The Lunar Perigeal Synodic Revolution Period = 411.80249 Earth days. During TWO Lunar Perigeal Synodic Revolution Periods, Jupiter and its Four “Inner” (Amalthean) Satellites revolve altogether a total of 3034708.86 degrees, which is equivalent to 8429 complete revolutions plus A REMAINDER of THREE RIGHT ANGLES (error 1.14 degrees).
DEMONSTRATION:- The Lunar Perigeal Synodic Revolution Period = 411.80249 Earth days.
2 x 411.80249 = 823.60498 Earth days.
Here are the orbital periods (expressed in Earth days) of Jupiter’s Four Small “Inner” (Amalthean) Satellites:- Metis 0.294780 and Adrastea 0.298260 and Amalthea 0.498179 and Thebe 0.674536
Jupiter’s Orbital Period = 4330.595 Earth days.
(823.60498 ÷ 4330.595) + (823.60498 ÷ 0.294780) + (823.60498 ÷ 0.298260) + (823.60498 ÷ 0.498179) + (823.60498 ÷ 0.674536) = 8429.746835 revolutions.
8429.746835 x 360 = 3034708.86 degrees.
0.746835 x 360 = 268.86 degrees.
270 degrees = Three Right Angles.
Error = 270 minus 268.86 = 1.14 degrees.
To verify The Lunar Perigeal Synodic Revolution Period, click on this link:-
www.solarsystemtimeperiods.com/lunar-perigee
To verify The Orbital Periods of Jupiter’s Four Small “Inner” Satellites, click on this link:-
www.solarsystemtimeperiods.com/jup-inner
To verify The Orbital Period of Jupiter, click on this link:-
www.solarsystemtimeperiods.com/planet-orbital
To verify Satellite Sizes, click on this link (See mass and radius columns in the tables):-
www.solarsystemtimeperiods.com/planet-orbital