Question about the comparative masses of Protons, Neutrons, and Electrons

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The discussion centers on the comparative masses of protons, neutrons, and electrons, highlighting that the mass of an electron is significantly smaller than that of protons and neutrons, despite their charges being equal in magnitude but opposite in sign. Participants clarify that there is no established relationship between mass and charge, emphasizing that electrons are elementary particles while nucleons are composed of quarks and gluons. The conversation also touches on the implications of charge and magnetic fields, noting that a moving charge generates a magnetic field, which complicates the relationship between mass and charge.

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Sorry if this is a really easy question, but in biology I don't normally deal with these matters, just confused about this.
Why is it that the mass of the electron is so much smaller than that of the proton or neutron, but the charge is similar to the proton (but opposite)? I'm assuming it has something to do with its rotation about the nucleus. Anyone care to shed a bit more light (and equations) on this?
Thanks
 
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Charge of electron is exactly -1, charge of proton is exactly +1. "Why is it that the mass of the electron is so much smaller than that of the proton or neutron" is impossible to answer. However, the nucleons (made up of quarks and gluons) are completely different things from electrons, which are "elementary".
 
Thanks for the response, but perhaps I should have rephrased. What I meant to imply with my question, is that I do not understand how a charge can be essentially equal, if masses are different? I always thought charge was related to mass. If that has nothing to do with it, then the assumption can be that it is just chance, and it would be weirder if they were the same mass.
What are the kind of criteria that influence charge, or is it only empirically determined, and as of now, the only criteria is the charge itself, and we have no way of further reducing it to some sort of principle?
 
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There are no accepted connection between "mass" and "charge". For all we know, these can "fractionalize" the way we have seen occurring with charge and spin. So as of now, there's no answer to your question.

Zz.
 
Great, thanks for the reply. I'm assuming I'm in error about what I'm about to say but I'd like some clarification on it please...
So there is no official relationship between charge and mass. However, there is a relationship between charge and magnetic field. And magnetic fields contain energy, which is related to mass. Does it not follow that there is some (albeit complicated) relationship between mass and charge?
 
If the charge isn't moving, there's no magnetic field. So already it isn't automatic that the presence of charge implies magnetic field.

Secondly, if spin and charge can be fractionalized (see Luttinger Liquid), then charge isn't an intrinsic property of magnetic spin.

Zz.
 
Excellent, thanks.
 

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