Planet field
Planets are fields composed of two
layers. one is fixed, the other latirotates it.
The simpler way to detect the fixed
layer, it’s by performing the free fall experiment modifying the temperature of
three spheres.
Free fall with variation of temperature in
its spheres.
The experiment consists on dropping
three spheres, same volume and element:
the central sphere with local
temperature, the others two laterals: one hotter, the other colder then it.
What emerges by performing this
experiment is that:
1)
three spheres same
volume/element with three different temperature always have three different
accelerations.
2)
the acceleration of
a body in free fall, it is differently influenced by its temperature. The three
spheres when dropped in free fall, one always accelerates faster, the other
always decelerates, respect to the one with local temperature.
The experiment
performed cyclically, every 10 minutes for 24 hours, shows the existence of
four areas with length of 6 hours, made of two different natures, fixed on the
Planet space and time, (to distinguish them, have been colored red and
blue.)
Inside the field’s areas, the bodies in
free fall react differently: (lt: local
pressure)
1) Clockwise nature of motion: Red area: the colder
sphere, always accelerate faster than the sphere with lt. The hotter sphere
always decelerates. All time long: 6 hours in each of the two areas.
1) Anticlockwise nature of motion: Blue area: the
hotter sphere always accelerates faster than the sphere with lt. The colder
sphere always decelerates. All time long: 6 hours in each of the two
areas.
Planetary field structure: the experiment if performed around the world,
bring to light the Planetary field’s structure, the number of its areas:
The field: it’s a spherical
structure, composed of two natures: red
and blue, divided in two halves, composed of two sections with two areas: they
always locate inside the field compartments alternating the sequence of their
nature horizontally and vertically.
The data collected calculating the size
of the areas of the Planet field every day for 24 months (performing the free
fall experiment every 10 minutes), shows a series of motions and cycles of the
moving level.
Planet
field’s constant rotational irregularity: Monthly cycle.
A the end of every Moon nodical month,
the Planet shows a constant irregularity: the time required to make a
rotational period changes, and the new time of permanence inside the areas it’s
not constant. This fact happens only and every time at the end of the Nodical
month, when it disappears from sight for 55 h 35 m (3.335 m).
|
Time of
permanence in all areas, first rotational period |
1465 m
04 s |
+25 m 04 s |
|
Time of
permanence in all areas, second rotational period |
1420
m 18 s |
-19 m 42 s |
|
Time of
permanence in all areas, third rotational period |
1432m 22
s |
-7 m 38 s |
At the end of each Lunar nodical month, all the field’s areas
start to change their time/length of 6 hours, making the first rotational
periods longer, and the last two shorter ( 55. 35 hours = 24 h + 24 h + 7 h 35 m).
|
Every day time |
New Moon time |
Permanence |
Rate in seconds |
|
1376 m |
1398 m 56 s |
Increased |
1s every 60 s |
|
130 m 30 s |
134 m 51 s |
Increased |
1s every 30 s |
|
126 m |
134 m 24 s |
Increased |
1s every 15 s |
|
144 m |
134 m 24 s |
Decreased |
1s every 15 s |
|
139 m 30 s |
134 m 51 s |
Decreased |
1s every 30 s |
|
1422 m |
1398 m 18 s |
Decreased |
1s every 60 s |
This is a constant motion which becomes operative
at the end of each nodical month. Its constancy makes possible to write its
time table.
Latitudinal motion. Spring/Fall Equinox, 12 Lunar months cycle:
While rotating, the planet moves
latitudinal down and up inside the field, frontally in direction of the Sun, 0.25°, cyclically in a period of 12 lunar
synodical months:
6 months (3 months down/3 months up) below the equator for a total of 22.5°, and 6
months (3 months up / 3 months down) above it.
Both level of the Planet field are
aligned only at the Spring/Fall Equinox.
Because of the bending forward and
backward in direction of the Sun, above and below the field’s Equator it’s of
22.5°, the surface of the planet in
which this motion it’s detectable with the free fall experiment: absorbing
different area / nature of the of the fix level generate change of the state of
acceleration of the spheres in free fall,
is between the two Tropics, Cancer and Capricorn, above and below the Equator,
and at the Poles: North/South for 22.5°.
In the rest of the planet surface the
latitudinal motion it’s not detectable because the bending backward and
forward, it’s inside the same nature of the field.
Phases of
the areas:
The inclination of the latirotating
level: toward the Sun with the North or South Pole, change the diagonal
rotational direction inside the field areas:
- latirotating from
the poles toward the equator, generates high phase.
- latirotating from
the equator toward the poles, generating low phase.
At each
Equinox, the latirotating level changes the phase of the same area.
Rate of motion: If a timer is included, the free fall
experiment shows that:
1)
The two areas of
same nature are divided in two phases: high and low. The high phase it is
distinguished by the direction of the acceleration/deceleration:
·
High phase: Its
rate of acceleration constantly increase inside the areas.(also getting from
the poles to the equator and from the same place, from 0 to 3th month)
·
Low phase: its rate
of acceleration constantly decrease inside the areas. (also getting from the
equator to the poles and from the same place from the 3th month to the 6th)
2)
Increasing the temperature
(hotter if hot and colder if cold) of a sphere in free fall increases its
acceleration in each direction:
·
Gets faster if the
body is the faster.
·
Gets slower if the
body is the slower.
3)
Value of pressure
inside the areas:
H:
is the highest value.
H:
is 9/10 of H.
L: equal H
L: is the
lowest value: 8/10 oh H.
The latirotational motion of the moving level: Level of Pressure
(LP) through the fix level: Level of Reference (LR) produces:
·
Latitudinal motion:
o
pushing value of
pressure over the fix level which moves the Planet field (LP / LR) from the
alignment with the Moon, producing the monthly irregular progression of the
Eclipses (the Moon does the same).
o
sinusoidal motion of the Planet on the ecliptic,
o
Spring/Fall Equinoxes’ change of the areas’
phases.
o
the progression of the four seasons,
o
the distribution of light on the planet, the
length of the day throughout the year.
·
Rotational motion: the LP rotating through
the fix LR slows its motion of 3.56 minutes per day.
Its rotational retrograde (precessional) motion makes the Planet’s switching the half
facing the Sun, every 6 months.
·
Latirotational motion: generates the motion
of the tides.
·
Its volumetric PRV (its weight) slows the
orbital motion (Mfield s/pressure): produces its precessional motion.
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