Electrons and the Pauli exclusion principle

In summary: First of all, do you even know and understand what is "excitation in the electromagnetic field"? And it also doesn't appear that you understand what exclusion principle is.The exclusion principle is a quantum mechanical law that states that certain pairs of particles, called fermions, cannot share the same quantum state. Electrons are fermions, and so they can't share the same quantum state as the nucleus they're orbiting around.
  • #1
Philipsmett
78
4
electrons are repelled using the Pauli exclusion principle?
 
Physics news on Phys.org
  • #2
Philipsmett said:
electrons are repelled using the Pauli exclusion principle?

This is too vague to answer. What specific scenario are you thinking of?
 
  • #3
PeterDonis said:
This is too vague to answer. What specific scenario are you thinking of?
Touching is electromagnetic repulsion between electrons or the Pauli exclusion principle? How do physicists distinguish between these effects?
 
  • #4
Philipsmett said:
When two atoms come into contact

They don't. Atoms aren't little billiard balls; they don't have hard boundaries.

What you are asking about, I take it, is why, for example, a solid object like a rock is stable in a state in which the average spacing between atomic nuclei is something like ##10^{-10}## meters, instead of something much smaller. The classic paper on this topic is Dyson & Lenard:

https://aip.scitation.org/doi/10.1063/1.1705209

Philipsmett said:
is this electromagnetic repulsion between electrons or the Pauli exclusion principle?

The short answer is "yes". :wink: The longer answer, as you will see if you read the paper I linked to above, is "it's complicated". But the proof of the theorem given in the paper takes into account both electrostatic interactions and the Pauli exclusion principle, so there isn't really a valid sense in which either one alone is dominant; they both play a significant role.
 
  • #5
Another good paper on this topic is Lieb 1976:

http://www.pas.rochester.edu/~rajeev/phy246/lieb.pdf
 
  • #6
PeterDonis said:
the proof of the theorem given in the paper takes into account both electrostatic interactions and the Pauli exclusion principle

It's also worth noting that "electrostatic interactions" is more than just repulsion between electrons, and "Pauli exclusion principle" is more than just electrons from neighboring atoms not occupying the same state. In each individual atom, the electrons cannot all occupy the same state; that's why we have the periodic table of the elements. And there are also attractive Coulomb forces between the atomic nuclei and the electrons (not just within the same atom), and repulsive Coulomb forces between the different atomic nuclei (which are largely screened by the electrons, and that also has to be taken into account).
 
  • #7
PeterDonis said:
Another good paper on this topic is Lieb 1976:

http://www.pas.rochester.edu/~rajeev/phy246/lieb.pdf
PeterDonis said:
It's also worth noting that "electrostatic interactions" is more than just repulsion between electrons, and "Pauli exclusion principle" is more than just electrons from neighboring atoms not occupying the same state. In each individual atom, the electrons cannot all occupy the same state; that's why we have the periodic table of the elements. And there are also attractive Coulomb forces between the atomic nuclei and the electrons (not just within the same atom), and repulsive Coulomb forces between the different atomic nuclei (which are largely screened by the electrons, and that also has to be taken into account).
Thanks for the information. According to the exclusion principle, the two electrons must interact directly, without the fundamental forces?
 
  • #8
Philipsmett said:
According to the exclusion principle, the two electrons must interact directly, without the fundamental forces?

No, the exclusion principle is not an "interaction". It's a constraint on the quantum state of any system consisting of multiple identical fermions. Its effects can appear to work similarly to "interactions", but that doesn't mean it's an interaction.
 
  • #9
PeterDonis said:
No, the exclusion principle is not an "interaction". It's a constraint on the quantum state of any system consisting of multiple identical fermions. Its effects can appear to work similarly to "interactions", but that doesn't mean it's an interaction.
But how do you know that electron shells are repelled by electrostatic interaction? Maybe this is the principle of exclusion? Is there an experimental fact?
 
Last edited:
  • #10
So you don't believe in Coulomb's Law? Or rather, you believe it for the opposite sign attraction between electron and nucleus, but not the same sign repulsion between electrons?
 
  • #11
Vanadium 50 said:
So you don't believe in Coulomb's Law? Or rather, you believe it for the opposite sign attraction between electron and nucleus, but not the same sign repulsion between electrons?
Well, just the carrier of these forces is not experimentally detected.
 
  • #12
Philipsmett said:
Well, just the carrier of these forces is not experimentally detected.

Of course the carrier of the EM force, the photon, has been experimentally detected.
 
  • #13
Vanadium 50 said:
Of course the carrier of the EM force, the photon, has been experimentally detected.
I am talking about excitation in an electromagnetic field that generates electrons when they repel each other.
 
  • #14
Word salad. At best.

Electrons are not created or generated when they repel each other.

Just about the least efficient or effective way to learn is by posting a series of incorrect statements, hoping that they will be corrected.
 
  • #15
Philipsmett said:
I am talking about excitation in an electromagnetic field that generates electrons when they repel each other.

This statement makes no sense. You are putting different things into a single sentence without any rhyme or reason.

First of all, do you even know and understand what is "excitation in the electromagnetic field"? And it also doesn't appear that you understand what exclusion principle is.

Applying two things that you don't understand to produce a third is a dubious way to do this discussion in this particular forum. You are threading on thin ice.

Zz.
 
  • #16
Philipsmett said:
I am talking about excitation in an electromagnetic field that generates electrons when they repel each other.
I apologize for the wrong statement.
I meant that, according to QFT, the electrons repulsed each other with virtual photons or generated excitation in an electromagnetic field that repelled them, but these excitations or virtual photons were not detected experimentally and therefore it is some kind of invisible force.
 
  • #17
Philipsmett said:
I apologize for the wrong statement.
I meant that, according to QFT, the electrons repulsed each other with virtual photons or generated excitation in an electromagnetic field that repelled them, but these excitations or virtual photons were not detected experimentally and therefore it is some kind of invisible force.

Where did you get the idea that these are not "detected experimentally"? Have you even done a search of the literature?

Notice how we are trying to go one step forward but ended up going two steps back?

Zz.
 
  • #18
ZapperZ said:
Where did you get the idea that these are not "detected experimentally"? Have you even done a search of the literature?

Notice how we are trying to go one step forward but ended up going two steps back?

Zz.
Virtual photons were not found experimentally, it's just mathematics
 
  • #19
Philipsmett said:
Virtual photons were not found experimentally, it's just mathematics

Defined "not found experimentally". Do you think the Higgs was found "experimentally"? What do you think they actually detected? Do you think the Pauli Exclusion Principle was confirmed "experimentally"?

Zz.
 
  • #20
@Philipsmett, I think you would do well to cease lecturing and start listening.
 
  • #21
ZapperZ said:
Defined "not found experimentally". Do you think the Higgs was found "experimentally"? What do you think they actually detected? Do you think the Pauli Exclusion Principle was confirmed "experimentally"?

Zz.
Is it possible to say that there is electromagnetic force between electrons, and it is observed, but it is not known how this happens?
 
  • #22
Philipsmett said:
Is it possible to say that there is electromagnetic force between electrons, and it is observed, but it is not known how this happens?

It is not known how it happens to you, not to us.

Zz.
 
  • Like
Likes Vanadium 50 and Philipsmett
  • #23
Philipsmett said:
according to QFT, the electrons repulsed each other with virtual photons or generated excitation in an electromagnetic field

No, that's not what QFT says. You need to read this Insights article:

https://www.physicsforums.com/insights/misconceptions-virtual-particles/

In any case, all of this talk about virtual particles is irrelevant to your original question, which has been answered. Thread closed.
 

1. What are electrons?

Electrons are subatomic particles that have a negative charge and are found orbiting the nucleus of an atom. They are one of the fundamental building blocks of matter.

2. What is the Pauli exclusion principle?

The Pauli exclusion principle states that no two electrons in an atom can have the same set of quantum numbers. This means that each electron must have a unique combination of energy, spin, and orbital position within an atom.

3. How does the Pauli exclusion principle affect the behavior of electrons?

The Pauli exclusion principle plays a crucial role in determining the electronic structure of atoms. It explains why electrons occupy different energy levels and how they arrange themselves in orbitals around the nucleus.

4. What is the significance of the Pauli exclusion principle in chemistry?

The Pauli exclusion principle is essential in understanding the chemical properties of elements and how they interact with each other. It helps explain the formation of chemical bonds and the stability of atoms and molecules.

5. Are there any exceptions to the Pauli exclusion principle?

There are a few exceptions to the Pauli exclusion principle, such as in the case of degenerate orbitals where two electrons with opposite spins can occupy the same orbital. Additionally, in certain high-energy environments, such as in nuclear reactions, the principle may not hold true.

Similar threads

Replies
2
Views
779
Replies
17
Views
2K
  • Quantum Physics
Replies
2
Views
761
  • Quantum Physics
Replies
5
Views
738
Replies
15
Views
2K
Replies
6
Views
745
  • Quantum Physics
Replies
12
Views
1K
  • Quantum Physics
Replies
2
Views
998
  • Quantum Physics
Replies
3
Views
679
Replies
10
Views
1K
Back
Top