|
|
|
|
|
|
|
|
The
relation between Acceleration due to Gravity and Contracted
Space. |
|
The acceleration due to gravity formula shows that a
gravitational field must be strongest at the centre
of the field.
|
|
Acc. due to Gravity Formula |
|
 |
|
|
For over 300 years we have neglected to notice this
mathematical hint that clearly alerts us that
something may be very wrong with our understanding
of central gravity.
This misunderstanding occurred because we have
not fully incorporated a very important
property; 'the consistency of space'.
|
|
|
 |
|
When 2 objects approach each other they
affect two gravitational properties in a
known way.
The acceleration due to gravity will
decrease but the force of attraction
will increase. |
|
|
So long as we do not understand the cause or
connection between these 2 properties, it's easy to
follow incorrect chains of reasoning.
The new theory is very clear and simple. When 2
objects approach each other the space between
objects becomes further contracted. This causes a
stronger force of attraction.
|

|
|
The cause of acceleration due to gravity is
the relative change in contraction of space per unit
distance.
The relative (fractional) change in the contraction
space will, of course, decrease as contracted space
increases. |
|
|
Unification
of two gravitational fields of
gravity. |
|

|
|
The illustration shows 3 objects
(gravitational fields) and how the
acceleration due to gravity from G1
affects G2.
In the meeting point between the objects
(distance 2) the acceleration due to
gravity coming from G1 is
9m/s2.
At distance 6 it has decreased to
1m/s2.
G1 affects G2 with an average of
5m/s2,
- at distance of
2,68.
(36/r2
= 5m/s2)
.
|
|
|
|

|
|
This shows the onset of the unification
process of the 2 gravitational fields. Both
of these have, in this case, moved more than
50% closer to each other. Thereby, the
central force of acceleration has increased
from
36m/s2
to
41m/s2
for
both bodies.
This happens because we have a lengthy body
(more aligned mass), and as result the
acceleration due to gravity increases.
This is, of course, also what happens for
heavenly bodies. However, the resultant
forces are much weaker due to the very large
distances involved.
|
|

|
|
The graph above shows one object’s
gravitational fields before and after the
unification. (The blue curve is before the
unification; the red curve is after).
|
|

|
|
This graph
shows the same as above.
(the blue curve is before the unification.
The red curve is after). |
|
|
|
Example |
|
|

|
|
The force of gravity has decreased a
bit between the earth and the moon.
At the same time the tide shows that
space has been further contracted
|
|
|
|