Is Gravity a Residual Force from Fundamental Interactions?

In summary, the residual force of gravity is a result of the strong, weak, and electromagnetic interactions and becomes more detectable on a larger scale. This force is additive and goes as the inverse square, making it different from other residual forces. It is possible to detect the Earth's gravitational field on an individual atom, but the force produced by an individual atom is too weak to be measured. Theoretically, it would be possible to detect the gravitational force between individual atoms, but our current instruments are not sensitive enough. The mass of a compound is not directly proportional to the sum of its component atoms due to mass defect caused by chemical bonds.
  • #1
RobComer
2
0
If gravity is miniscule compared to the other three interactions, could it be a kind of resultant 'force' left over from balancing the strong, weak and electromagnetic interactions? One which is then much more detectable on the larger scale, when all these tiny gravitational forces from each atom combine.
Is this a 'high school' over simplification and if so, where do I start to unravel this mystery?
 
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  • #2
Note that 1) it is additive, the more mass you put, the more strong the force is. And 2) it goes as the inverse square. Such properties are not typical of residual forces.

Said that, the study of residual forces is interesting. Van der Waals etc. Also, in some sense you could look at tidal force as a residual, as it appears after you have substracted the "point-like body" gravity.
 
  • #3
Thanks for the help on this one! Is it possible to detect gravity at the scale of individual atoms? So, would you be able measure it for (let's say) one atom of carbon and then for a known number in an allotrope like graphite? Would the measurement be directly proportional to the number of atoms you had? Or, are we talking about something that as yet can't be measured at this scale?
 
  • #4
RobComer said:
Thanks for the help on this one! Is it possible to detect gravity at the scale of individual atoms? So, would you be able measure it for (let's say) one atom of carbon and then for a known number in an allotrope like graphite? Would the measurement be directly proportional to the number of atoms you had? Or, are we talking about something that as yet can't be measured at this scale?

http://physicsworld.com/cws/article/news/2981
http://physicsworld.com/cws/article/news/3525

Zz.
 
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  • #5
RobComer said:
Is it possible to detect gravity at the scale of individual atoms?
The Earth's gravitational field can be detected by observing it's affect on an individual atom (the links provided by ZapperZ), but the gravitational field that an individual atom produces cannot be detected. The former is called the passive gravitational mass of the atom and the latter is called the active gravitational mass of the atom. The active force of gravity is far too weak to measure at this scale. You can use Newton's universal law of gravitation to calculate it.
 
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  • #6
RobComer said:
Thanks for the help on this one! Is it possible to detect gravity at the scale of individual atoms? So, would you be able measure it for (let's say) one atom of carbon and then for a known number in an allotrope like graphite? Would the measurement be directly proportional to the number of atoms you had? Or, are we talking about something that as yet can't be measured at this scale?

Theoretically it would be possible to detect the gravitation between individual atoms, but not practically. Our instruments are nowhere near that sensitive and precise.

And no, the mass of a compound is different than the sum of the masses of its component atoms, because there is some mass defect due to the chemical bonds. This is because mass is not conserved, it is an artifact of something else. We don't really understand much about this.
 

Related to Is Gravity a Residual Force from Fundamental Interactions?

What is gravity as a resultant force?

Gravity as a resultant force is the force that results from the combination of all the individual gravitational forces acting on an object.

How does gravity as a resultant force affect objects?

Gravity as a resultant force causes objects to accelerate towards each other. The acceleration is dependent on the masses of the objects and the distance between them.

What is the formula for calculating gravity as a resultant force?

The formula for calculating gravity as a resultant force is F = G * (m1 * m2)/r^2, where F is the force, G is the gravitational constant, m1 and m2 are the masses of the objects, and r is the distance between them.

What factors affect the strength of gravity as a resultant force?

The strength of gravity as a resultant force is affected by the masses of the objects and the distance between them. The greater the masses and the smaller the distance, the stronger the resultant force will be.

How does gravity as a resultant force contribute to the motion of celestial bodies?

Gravity as a resultant force is responsible for the motion of celestial bodies such as planets, moons, and stars. It keeps them in their orbits around each other and causes them to move in a predictable manner.

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