Coulomb's Law - Could a mass term be missing?

In summary, the close similarity between Coulomb's law and Newton's law of gravitation becomes intriguing when considering the recent observed acceleration of deep space probes. By adding a mass term to Coulomb's law and a charge term to Newton's law, the equations become almost identical. This raises the possibility that the acceleration of the probes could be due to a long range charge-based attraction from the planets on top of the gravitational pull. Further investigation is necessary to determine the validity of this hypothesis.
  • #1
Buckeye
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The near identity of Coulomb's law and Newton's law of gravitation is interesting to consider in light of the recent unexpected greater velocity (or acceleration) of deep space probes.

If we add a mass term to Coulomb's law and a charge term to Newtons' law, then they are nearly the same equation. Could this explain the acceleration of the deep space probes? Could the planets have a long range charge based attraction to the probes that is in addition to the gravitational pull of the planets?
 
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  • #2
It is possible that this charge based attraction could be responsible for the unexpected acceleration of deep space probes. Further research is needed to determine if this could be a possible explanation.
 
  • #3


I cannot definitively say whether a mass term is missing from Coulomb's law or not. However, it is certainly an interesting idea to explore in light of the recent observations of deep space probes.

First, it is important to note that Coulomb's law and Newton's law of gravitation are fundamentally different equations. Coulomb's law describes the force between two charged particles, while Newton's law describes the force between two massive objects. Therefore, adding a mass term to Coulomb's law and a charge term to Newton's law would not make them "nearly the same equation".

That being said, it is possible that there could be some unknown force or interaction at play in deep space that is causing the unexpected acceleration of the probes. This could potentially be related to the presence of charged particles or fields in the region, which could interact with the probes' charges and affect their motion. However, this is purely speculative and would require further investigation and evidence to support.

In conclusion, while the idea of a missing mass term in Coulomb's law is intriguing, it is important to approach it with caution and continue to gather data and evidence before drawing any conclusions. Science is a constantly evolving field, and it is important to consider all possibilities and thoroughly test them before making any claims.
 

FAQ: Coulomb's Law - Could a mass term be missing?

What is Coulomb's Law?

Coulomb's Law is a fundamental law in physics that describes the electrostatic force between two charged particles. It states that the force of attraction or repulsion between two point charges is directly proportional to the product of the charges and inversely proportional to the square of the distance between them.

Why is a mass term missing in Coulomb's Law?

Coulomb's Law is specifically used to describe the force between two charged particles, and does not take into account the masses of the particles. This is because the force between two electrically charged particles is much stronger than the force of gravity between them, making the mass negligible.

Could a mass term be added to Coulomb's Law?

Yes, a mass term could be added to Coulomb's Law if we are dealing with charged particles that also have significant mass. This would result in a modified version of the law, known as the Coulomb-Newton Law, which includes both the electrostatic and gravitational forces between two particles.

Do other laws, such as Newton's Laws, also have a missing mass term?

No, other laws, such as Newton's Laws of Motion, do not have a missing mass term. This is because these laws describe the motion of objects with mass, and the mass term is an essential part of the equations.

How does the missing mass term affect the accuracy of Coulomb's Law?

The missing mass term does not significantly affect the accuracy of Coulomb's Law, as it is specifically designed to describe the force between charged particles. However, if we are dealing with particles with significant mass, it is better to use the Coulomb-Newton Law which includes both electrostatic and gravitational forces.

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