Deriving 'G' from E=mc^2 and Gravitons

In summary, the constant 'G' represents the proportionality between the force of gravity (F) and the masses (m) involved, and is expressed as F=(Frr/mm)mm/r^2. This constant ensures that the speed of light (c) remains stable when forces interact, similar to how c^2 maintains stability in matter. This is related to the graviton, a hypothetical particle that carries the force of gravity. The constant 'G' is a mathematical expression of this relationship. Any opinions on this?
  • #1
xeno
5
0
What does the unit and magnitude of constant 'G' mean, and what is its relation with graviton? ANY OPINION?


Here is how i see it:

E=mc^2
c^2=E/m where E=W=Fr (r stands for radius or distance or ‘s’)
therefore c^2= Fr/m
therefore c^2= c^2----when forces interact the forces hold true the constant c^2 in order to remain stable

therefore Fr/m= Fr/m

Fr/m=mar/m ----where F=ma
Fr/mm=ar/m ----where a=F/m

therefore Fr/mm=Fr/mm

Fr/mm=Fvt/mm ----v=r/t where r=vt
Fr/mm=Frt/tmm ----where v=r/t

therefore Frt/mm=Frt/mm

Frt/mm=Frr/vmm ----where t=r/v
Frtv/mm=Frr/mm ----where v=r/t

therefore Frr/mm=Frr/mm

where F=(Frr/mm)mm/r^2 ----(Frr/mm) is proportionality for example: F=Kq1q2/r^2-electromagnetic force

The "G" (=Frr/mm) is a way of expressing how the constant c is kept true mathematically when forces interact just the way c^2 is a mathematical expression expressing that c should always remain true in order for the matter to remain stable
 
Last edited:
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  • #2
That don't make any difference.
 
  • #3
QuantumNet
what doesen't make any difference?
thanks
 

What is the relationship between E=mc^2 and the concept of 'G'?

The equation E=mc^2, also known as the mass-energy equivalence equation, is a fundamental concept in physics that relates energy (E) to mass (m) and the speed of light (c). The constant 'G' refers to the gravitational constant, which is a measure of the strength of the gravitational force between two objects.

How can 'G' be derived from E=mc^2?

'G' can be derived from E=mc^2 by using the equation for gravitational potential energy (U = -GmM/r) and substituting in the mass-energy equivalence equation. This results in an equation for gravitational potential energy in terms of mass and the speed of light squared, allowing for the calculation of 'G'.

What are gravitons and how do they relate to 'G' and E=mc^2?

Gravitons are hypothetical particles that are thought to carry the force of gravity. They are predicted by some theories of quantum gravity, which seek to unify the theories of general relativity and quantum mechanics. The relationship between gravitons, 'G', and E=mc^2 is still not fully understood and is an area of ongoing research in physics.

Is there a direct formula for calculating 'G' from E=mc^2?

No, there is no direct formula for calculating 'G' from E=mc^2. As mentioned earlier, it is possible to use the mass-energy equivalence equation to derive an equation for 'G', but this involves several steps and assumptions.

How does the concept of 'G' from E=mc^2 relate to our understanding of gravity?

The concept of 'G' from E=mc^2 is an important part of our understanding of gravity. It allows us to quantitatively describe the strength of the gravitational force between objects and helps us make predictions about the behavior of massive objects in space. However, our understanding of gravity is still evolving, and the role of 'G' in this understanding is an active area of research.

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