Energy Fed back Principle and Mass Law
----------Essay to Feeding Back Theory of the Universe (4)
Author : Zhiqiang Zhang
ID:210211195801073173
In 1987 , in a paper titled Assumption of Absolute Motion and Feed Back Principle of
Celestial Body , the author put forward an hypothesis called Absolute Feeding Back Principle of Celestial Body and derived an inference called Mass Law . At the time , without discovery of STC
analytic method , the hypothesis and its inference were unproved and dumped in dark for nearly 20 years . Magically this wired , unforgettable , unproved riddle finally led to unearth powerful STC relics . In turn , this made it possible to demonstrate the hypothesis in the end . This is so unexpected , fascinated and jubilant to me so much .Who had arranged this ?
1 Hypothesis of Energy Fed Back Principle
Popularized form of the hypothesis is expressed as below :
Suppose there are two objects in the universe 
and
， their mass 
，
respectively ， 
apart each other ， thus ：
Object radiates certain amounts of energies
to ，while object feeds equivalent
energies back to ;
Energies fed back between these two objects are directly proportional to their
masses and ，inversely proportional to distance between them ，proportional constant is 
.
That is ： 
(A)
Here is
gravitational constant
（refer to equation (1-1) in Paper 1 at http://www.universefedback.com/）
From this hypothesis , we can get an inference called Mass Law which says ：
Mass of any object in the universe is equal to sum of energies fed back from all other objects of the universe divided by square of speed of light . That is :
(B)
(refer to equation (1-9) in Paper 1) .
Energy fed back principle is also called as feeding back energy principle .
2 Demonstration to Mass Law
Suppose , there is an object in the universe , its mass is ，energies fed back from all
other objects of the universe to the mass is 
, and following
preconditions are matched :：
, Mass density in the universe is
even .
, Geometric shape of the universe is
spherical .
According equation (A) , we have :
According conditions of and ，we know that energies fed back from all other objects of the
universe are equal to that of total of masses of the universe putting on a
place of radius of the universe , that is :
here , 
is
radius of the universe ，
is total masses of
the universe
By default theorem , we get :
From results of Feeding Back Theory of the Universe (refer to Paper
C , in section of “Investigation to Cosmology”) , we know that total
masses of the universe is (n
) and radius of the universe
is (n 
) . Here , n is modulus of
information of the universe , is G gauge of mass , is G
gauge of length .
So , we have :
=
while 
=
thus ，
( C )
that is : 
It is well know that formula of 
has been well established .
Compared to this formula and equation (C) , we get :
Therefore , we have manifested that total energies of an object is originated from and equal to sum of energies fed back from all other objects of the universe , or mass of an object is equal to sum of energies fed back from all other objects of the universe divided by square of speed of light .
Derivation of Gravitational Law
Let 
and
in
equation (A) ，and
take the derivative of the equation
with respect to time , we get :
=
(B-1.1)
From results obtained p;reviously , we know that :
Minimum of 
is approaching to =
=0.4050833153880067…e-34
Minimum of 
is
approaching to 
=1.3512124957728855…e-43
Then we have :
=
Since this conclusion stand to any , then ：
(B-1.2)
According to theories of physics and mass law , we know that
energy of 
is
transformed into partial mass of ，so , 
＜ 0 ，thus :
(B-1.3)
here , 
is
momentum of
Compared to equation (B-1.1) ，（B-1.2）and equation (B-1.3) , we can get : :
(B-1.4)
We knew that this force is attractive . So we assign “+”to represent attractive force .
According to energy fed back principle and equation (B-1.3) and (B-1.4) ，we have compre-
hended that
gravity stems from feeding back energies between objects and also it spread
with speed of light . As we can not directly detect gravitational radiation ,
because it has transformed into partial mass of or that of
measuring instruments before we capture it .
4 An Inference of Mass Law -----Cosmology Principle
During process of demonstration to mass law , we applied two preconditions ;
, Mass density in the universe is
even .
, Geometric shape of the universe is
spherical .
Now we are convinced that mass law is true , that means the conclusion stands under such preconditions . Whereas , if the conclusion established would result in an outcome that such preconditions are exclusive ones to make the conclusion stand ?
Since energy and mass equation is well established both in theoretical means and experimental ones . If such conditions are indeed exclusive , we absolutely have reason to believe that universe is uniformity and has even mass density . Also any observer standing anywhere in the universe would view the universe having same geometric shape --- sphere .
Additionally , modulus of information of the universe has nothing to do with place at which the observer stand , so any observer would get same results regarding general physical properties of the universe , such as total masses , radius , mass density , age … of the universe . This means that the universe is isotropy .
We know that uniformity and isotropy of the universe is what is so called cosmology principle . Now we finally find out theoretical root of the principle . Cosmology principle is right .
Now we can perfect this principle rationally as below :
The universe is uniformity , isotropy and constantly spherical in its three dimensional space .
5 A Question Resulting From Mass Law
If such preconditions are not exclusive , for instance , geometric shape of the universe does not shape spherically only , then what kind of geometric shape , except for sphere , of the universe will be to make both energy- mass formula and mass law to be true ? How could our physics and mathematics demonstrate it ?
Finished in Jun 3 , 2006 . in Dalian , China ..
Amended in July .