from DIM1 to DIM2
I use the many digits after the decimal point to check accuracy.
My intention is to create as accurate a picture as possible of the subject matter.
If energy is present in a certain dimension DIM , then there is no speed as long as the ratios of
the matter correspond to the ratios of the DIM in which they are located.
I take a random amount of energy and call it Em1 energy of matter 1
The same calculation is done in 4 dimensions, giving us an instant view of the matter in different
dimensions.
DIM1 = 1.34659E+21
The number is obtained by C^2 / G of this DIM.
The DIM is directly proportional to the speed at which time passes. Each DIM has its own speed of light ( C ).
The speed of light is inversely proportional to the speed of time.
Em1 with this I calculate the relevant matter mEm1 ( the corresponding matter 1 )
mEm1 = Em1 / C1^2 .
Then I add energy by pushing Et1 ( E added ) against the matter ,
logically, the matter now has a speed.
I freely choose the amount of energy .
The total energy is now Etot1 = Em1 + Et1
Next, for information, is Planck's constant h = 6.62607E-33
The corresponding speed of light in this DIM1 C1 = 299792.458 km/sec
(Speed of light in meters/sec m/s C1')
from this, the G1 gravitational constant = C1^2 / DIM1.
To check, I calculate the DIM1 with C1^2 / G1 .
Hertz and wavelengths are just out of curiosity; we don't need them.
µ1 = m1 * G1
The corresponding matter of Et1 mEt1 = Et1 / C1^2 .
The total mass mtot1 = mEt1 + mEm1 .
Due to the push, the mass moves to a correct DIM2 = Etot1 / µ1 .

The corresponding C2^2 C2
Etot2 = Etot1
mtot2 = Etot2 / C2^2
Em2 = mEm2 * C2^2
The total matter mtot2 is equal to the matter mEm2 , which shows that there is no more free energy .
There is no more movement because the ratios of
the matter are equal to the ratios of the dimension DIM.
ratios DIM C2^2 / G2 = 1.346859E+21
ratios matter Em2 / µ2 = 1.346859E+21
The added energy has now become matter. Et has now been converted to Em2 .
Em2 = Etot1

