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susskind99
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When a fermion x approaches another fermion y does x send out bosons to y which tell it to get out of the way? In short, how does y know to get out of the way of x?
Simon Bridge said:The size of the effect is related to the combined fields though... in that sense you do have exchange particles letting everyone know they are fermions or bosons by measuring each others spin.
So they exchange a package of quantum numbers by exchanging bosons right?It's more that there is a probability, that a package of "quantum numbers" will be exchanged
Where do the "potential wells" in introductory QM come from?What is a combined field?
two electrons - for eg. have an electromagnetic field associated with each.So they exchange a package of quantum numbers by exchanging bosons right?
Simon Bridge said:
Good grief - that's what you get for just reading the abstract. Need a better example.Cthugha said:Myron Evans is a well known fringe scientist (politely speaking) who among other things claims/supports that "The very foundations of the CERN theory have collapsed and this is an irrefutable fact. I have pointed this out to the British Prime Minister." (see note 223 on the blog you linked, 2012/07/05/, - I do not want to link to it again). Also his claim that his derivation "is a major advance over quantum field theory" is pretty absurd.
Is there a deeper necessity to link to his stuff?
Simon Bridge said:Good grief - that's what you get for just reading the abstract. Need a better example.
The Pauli Exclusion Principle is a fundamental principle in quantum mechanics that states that no two identical fermions (particles with half-integer spin) can occupy the same quantum state simultaneously.
The Pauli Exclusion Principle is important because it helps explain the behavior of electrons in atoms and molecules, as well as the properties of matter at a microscopic level. It also plays a crucial role in determining the electronic structure of atoms and the periodic table.
The Pauli Exclusion Principle dictates that each electron in an atom must have a unique set of quantum numbers, including its energy level, orbital, and spin. This leads to the arrangement of electrons in distinct energy levels and orbitals, known as electron configuration.
If the Pauli Exclusion Principle is violated, it would lead to the destabilization of atoms and molecules, as well as the breakdown of the periodic table. This would fundamentally change our understanding of the behavior and properties of matter.
Yes, the Pauli Exclusion Principle can be applied to all fermions, including protons, neutrons, and all other subatomic particles with half-integer spin. It is a fundamental principle that applies to all matter at a microscopic level.