Gravity's Effect on Electric Charges in a Gravitational Field

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In summary, the electric force is mediated by virtual photons. The gravitational field has little effect on the net potential of the protons and they still have the same mass.
  • #1
Rothiemurchus
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There are two protons in the gravitational field of the Earth, one directly above the other.They experience the electric force through exchange of virtual photons.A virtual photon traveling vertically upwards from the lower proton towards the higher proton would be redshifted and so exert a smaller force on the higher proton than it would if there was no gravitational field present.
A virtual photon traveling vertically downwards towards the lower proton would be blueshifted and exert a bigger force on the lower proton than it would if there was no gravitational field present.
Has gravity given the higher proton a bigger effective charge (since the magnitude of a charge can be determined by the force it exerts on other charges)
and the lower proton a smaller effective charge.The sum of the charges would still be the same so we could say that charge is conserved still.
 
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  • #2
No. The virtual photon by definition is the mediator of the electromagnetic force.

Gravitons mediate the gravitational force.

The correct question would be, how much is the net potential going to vary between the protons if you take gravity into account. And the answer is, not much, assuming they are fairly close together.

Now, ok, ok.. You can draw a feynman diagram where there is vacuum graviton loops in the virtual photon line.. But again the contribution is so vanishingly small no one cares about it.
 
  • #3
The contribution may be small but if the effective electric charges change that is significant.And reversing the situation and putting the protons in an electric field
(where gravitons would have their energy changed by interaction with photons)
we could conclude that mass is created by placing a particle higher up in an
electric field where the potential energy is greater.Note also that rotating the
protons in the gravitational field through any angle will leave total electric charge conserved.
 
  • #4
Mass Cannot Be Created!
 
  • #5
veryyoung said:
Mass Cannot Be Created!

um... yeah, it can be. You'll understand when you're older, veryyoung :smile:
 

Related to Gravity's Effect on Electric Charges in a Gravitational Field

1. How does gravity affect electric charges in a gravitational field?

Gravity affects electric charges in a gravitational field by exerting a force on the charges. This force is known as the gravitational force and it is directly proportional to the mass of the charges and the strength of the gravitational field.

2. What is the relationship between gravity and electric charges?

The relationship between gravity and electric charges is that gravity is one of the four fundamental forces of nature and it acts on all objects with mass, including electric charges. The strength of the gravitational force between two objects depends on their masses and the distance between them.

3. Can gravity be used to manipulate electric charges?

Yes, gravity can be used to manipulate electric charges. This is done through the use of devices such as mass spectrometers and particle accelerators, which use gravitational fields to manipulate the paths of electrically charged particles.

4. How does the strength of gravity affect the behavior of electric charges?

The strength of gravity affects the behavior of electric charges by determining the amount of force exerted on them. The stronger the gravitational field, the greater the force on the charges, and the more they will be affected in terms of their motion and interactions with other charged particles.

5. Can gravity affect the overall charge of an object?

Gravity cannot directly affect the overall charge of an object, as the charge of an object is determined by the number of protons and electrons it contains. However, gravity can indirectly affect the overall charge distribution of an object by influencing the movement and interactions of charged particles within the object.

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