What is the Volume of an Electron?

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In summary: If an electron has zero radius and still has mass, then it would not be a point particle. Its mass would be distributed throughout its entirety. If an electron has a radius, then it would not be a point particle because its mass would be concentrated at its radius.
  • #1
higgs1989
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The volume of the electron

In the particle physics,it defines the electron has no volume but do have a radius,anybody can give me a detailed explanation?
The appreciation is mine!
 
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  • #2
As far as I know, experiments have defined only an upper limit for the radius of the electron, which according to Wikipedia is about 10-22 m. This means that the electron could have a radius up to that size which is unmeasurable by current techniques; but there is no evidence that it actually does have such a radius.
 
  • #3
But does it has mass or to be checked later?It does not make any sense for the radius it has and the electric quantity.
if it does has no mass,then what composes it?
 
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  • #4
The electron has a mass. It is also approximate like the radius.
 
  • #5
higgs1989 said:
But does it has mass or to be checked later?It does not make any sense for the radius it has and the electric quantity.
if it does has no mass,then what composes it?

An electron could be a point particle with zero radius and still have mass. They are not mutually exclusive scenarios.
 
  • #6
What would it mean for electron to have radius? I mean - what experiment could possibly show nonzero radius of an electron?
 
  • #7
It kind of comes down to -- what do you define volume as?

Wikipedia says "Volume is the quantity of three-dimensional space enclosed by some closed boundary, for example, the space that a substance [...] occupies or contains."

So we need to define that boundary.

An electron potentially "affects" every location in the universe. If we exclude any EPR-like correlations found to be a result of the electron, then its "effect" spreads at the speed of light. So we could say its boundary is expanding at the speed of light, which means its volume is growing.

A lot of times, the boundary is instead defined as the surface in which there is a 90% probability the electron will be found (whatever "found" means). 90% is arbitrary -- we could choose any number.

This is sort of ambiguous and probably not the answer you are looking for. The next question then, is an electron a point particle? No, not really. We can say that the electron is centered about some location, which is simply the average value for repeated measurements of its position.

Since energy is the same thing as mass, we can figure out the electron's distribution of mass. It's not all located in one zero-dimensional spot. How would we do this? Move a test mass around the electron and measure the gravitational force (not really possible in practice -- this is a thought experiment). If the electron's distribution of energy is a function of distance from its average position", then this measurement would give the same result as that of a point particle. To find the difference, one must keep moving closer and closer to that average position.

That last point may be a little hard to understand, so I'll give you an analogy. Say you were trying to determine whether the Earth was a point mass or not. If you have a test mass in space and move it around, it will respond in exactly the same way as if all of Earth's mass were concentrated in one spot (I forget what this phenomenon is called). But when you bring that test mass below sea level, then it begins to act differently. (Don't take this analogy too literally).
 
  • #8
i do appreciate all of your responses.
Now, I got another question,"once our physics professor told us that field is some kind of matter(such as electric field,etc)."
And my quetion is,"do field has a certain mass or volume?" so do wave?
 
  • #9
Runner 1 said:
The next question then, is an electron a point particle? No, not really.

But in QFT it is supposed to be a point particle, isn't it? Otherwise you don't have Lorentz invariance and particle creation-annihilation.
 
  • #10
TrickyDicky said:
But in QFT it is supposed to be a point particle, isn't it? Otherwise you don't have Lorentz invariance and particle creation-annihilation.

Is it? I don't know enough about quantum field theory to say, but the Wikipedia article states

It is important to note, at this point, that this article does not use the word "particle" in the context of wave–particle duality. In quantum field theory, "particle" is a generic term for any discrete quantum mechanical entity, such as an electron or photon, which can behave like classical particles or classical waves under different experimental conditions, such that one could say 'this "particle" can behave like a wave or a particle'.

Someone who actually studies in this area can hopefully provide further clarification.
 
  • #12
Anyone here read book of jan hebky gravity in minkowski space-time
 

FAQ: What is the Volume of an Electron?

1. What is the volume of an electron?

The volume of an electron is incredibly small, estimated to be around 0.0000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 cubic meters.

2. How was the volume of an electron measured?

The volume of an electron was not directly measured, as it is a point particle with no physical size. Its volume is instead calculated using its mass and charge, using the formula V = m/q.

3. Can the volume of an electron change?

No, the volume of an electron is a fundamental constant of nature and does not change. However, its position and energy can change as it moves within an atom or interacts with other particles.

4. How does the volume of an electron relate to its size?

The volume of an electron does not necessarily correspond to its physical size. It is a measure of the space occupied by the electron's wave function, rather than its actual size.

5. Why is the volume of an electron important?

The volume of an electron is important because it helps us understand the behavior of electrons in atoms and molecules. It is also fundamental to many important concepts in physics, such as quantum mechanics and the nature of matter.

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