Inside the Proton, the ‘most Complicated Thing You Could Possibly Imagine’ (2022)
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Delving into the intricacies of subatomic particles, a discussion sparked by an article about the proton's complexity raises a crucial question: are neutrons simpler? Commenters swiftly chimed in, with some expecting neutrons to be just as complex, albeit harder to study due to their neutral charge, while others highlighted the challenges of directly accelerating neutrons. As the conversation unfolded, it became clear that the proton and neutron share similar quark and gluon interactions, with one commenter even sharing insights from the ISIS neutron source, revealing the creative ways scientists work around the difficulties of studying neutrons. The exchange showcases the nuances of particle physics and the ongoing quest to understand these fundamental building blocks.
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I find that rather surprising.
Analysing hand-me-down neutron events from indirect collisions isn't quite as useful.
Of course more experimental data is a good thing, but in this case it doesn’t seem obvious that it would lead to anything really new.
The comment I replied to talked about "new physics". That's a term that's used in physics to describe physics beyond the Standard Model. Better experimental data about neutron internals could certainly help constrain the neutron lifetime, but that would be likely to be experimental constraints on existing physics, not new physics in the sense that the term is normally used.
When that happens is less understood, hence the discrepancies you mentioned.
Spallation generation: High-energy protons (~800 MeV) hit a heavy target, releasing a wide spectrum of fast neutrons up to hundreds of MeV. These are then moderated down to useful energies for experiments.
It’s not the LHC, sure. But I don’t see any reason (apart from “why bother”) why they can’t do spallation in Geneva. OK maybe there’s a cooling problem…
But neutrons can't go around a tube being guided by magnetic fields
There’s an ultra cold neutron source at Paul Scherrer that is used to measure if the neutron has an electric dipole moment. This is complementary to high energy experiments.
Oh, your going to love this theory.
https://fondationlouisdebroglie.org/AFLB-222/MARK.TEX2.pdf
In summary, There is a way to model electrons as a twisted self enclosed em field. One thing that falls out of this theory is that electrons point-like nature is misunderstood. electrons point-like nature is a side effect of the high energy methods used to study them.
A decent digest summary of the paper is this video
https://www.youtube.com/watch?v=hYyrgDEJLOA (Huygens Optics: Are Electrons made of Light? )
I like to imagine that people this ridiculous get into fist fights on the street constantly.
Normal person: “My wife is the absolute best.”
Pedant: “Don’t you dare insult my wife!” fists fly
I find the proton as a gluon dandelion cloud enthralling
When we blast it with higher and higher energies, we're asking new questions: "What are the momenta of your quarks? What's your color field arrangement?" There are many possible answers to those questions and we're now starting to see the landscape of them.
So having different answers based on how you look is really answering different questions, just like asking an electron: What's your momentum? What's your location?
This has a specific meaning and is not a word I would use here. For something to be "decoherent" the phases would need to be "uncorrelated" or "random", but given the internal wavelengths and masses of the particles involved and the spatial dimension of the proton this is not the case under quantum field theory
> Normally, the universe only asks protons the question: "are you a proton?" and it's like "Yep I'm a proton." (What's your baryon number? What's your charge? etc)
Protons have internal structure (the quarks and gluons) and size. Those are relevant to its interactions. To consider a proton "by itself" and just reduced to quantum numbers is not "normal" if by "normal" you mean "protons at a scale an nature you deal with every day". Those protons are bound in nuclei and are modified by the fact they are bound. These effects have been explicitly measured and documented, the EMC effect being one of them. The "new questions" you are referring to are in fact relevant questions at low energies and are not "new". They are a large active area of research typically referred to as "medium energy" (despite the fact it extends into "low" energy traditional nuclear physics).
> So having different answers based on how you look is really answering different questions, just like asking an electron: What's your momentum? What's your location?
The problems of looking at quarks and gluons at different energy scales are also endemic to other forces (e.g. electromagnetic) and all particles (for example, look up the running of coupling constants). Saying they are "different" questions is more akin to comparing questions of skyscraper engineering and concrete dust mechanics. They are not orthogonal as I would consider momentum and location. They're questions of scale and things like emergent effects at different scales.
Truth is a strange thing in science. In normal language people would say “our latest interpretation”. Science would be more honest if it used language honestly.
In the article this refers to the finding that the quark is more complex than three valence quarks.
The measurements indicating that the three-quark-model is incomplete are overwhelmingly conclusive, so some degree of certainty in the language is warranted in my view.
this is correct, waves are a product of pressures, so, are emergent also, the real question is, where does the pressure originate
LLMs do the same thing when they develop psychosis* except GPT also starts talking about "recursion" and Claude starts trying to enter nirvana.
* historical term "going Rampant"
Recently, GPT informed me that the strong force is really a tiny after-effect of the "QCD force" (in the same way that the Van der Waals forces are after-effect of EM). Also, more and more questions about "dark matter" seem to be building up, suggesting that the standard Newton-Einstein story of gravity is far from the complete picture.
25 years ago it seemed like physics was mostly complete, and the only remaining work was exploring the corner cases and polishing out all the imperfections. It doesn't feel that way anymore! The confusing part is that modern physics is so unbelievably successful and useful for technology - if the underlying theory was way off, how could the tech work?
The Standard Model and General Relativity are still our most successful theories. It is clear that they don't tell the whole picture, but (annoyingly?) it is not clear at all where this is going.
Just for dark matter there are probably a dozen proposed hypothetical particles, but so far we have found none. But maybe it's something completely different...
Physicists thought the same thing c. 1900, but then one of the "corner cases" turned into the ultraviolet catastrophe[1]. The consequences of the solution to that problem kept the whole field busy for a good part of the 20th century.
I'm highly skeptical of the idea that physics is anywhere near complete. The relative success of our technology gives us the illusory impression that we're almost done, but it's not obvious that physics even has a single, complete description that we can describe. We assume it does for convenience, in the same way that we assume the laws are constant everywhere in spacetime. I view this as both exciting and terrifying, but mostly exciting.
[1]: https://en.wikipedia.org/wiki/Ultraviolet_catastrophe
This is kind of just semantics. QCD describes both the force binding quarks inside protons and neutrons, and the residual force binding protons and neutrons. This is all part of the Standard Model, which has been essentially unchanged for the last 50 years. The big theoretical challenge is to incorporate gravity into this picture, but this is an almost impossible thing to explore experimentally because gravity is very weak compared to the other 3 forces. That's why the Standard Model is so successful, even though it doesn't incorporated gravity.
You might enjoy https://en.wikipedia.org/wiki/List_of_unsolved_problems_in_p...
Around 125 years ago, many thought the same about physics, that physics is mostly complete and it just explaining and finishing some edge cases and polishing all our measurements. There was just two things that were a little bit puzzling, the "looming clouds" over physics (per Kelvin description) will later lead to both Quantum Theory and Theory of relativity (Black body radiation and Michelson–Morley experiment) and the fundamental change of our understanding for physics after that.
So I would not take this position. Does this mean we are in a similar moment? maybe, who knows?
Who says "way" off? It's not complete to explain everything, but it explains a lot correctly enough to use it for calculations, predictions and practical effects. Same way Newton was and remains useful, and how people have been using maths and technology to solve problems for a long time since before Newton was born.
There are several hierarchical levels at which the strong interaction and the electromagnetic interaction bind the components of matter.
The electromagnetic interaction attempts to neutralize the electric charge. To a first approximation this is achieved in atoms. The residual forces caused by imperfect neutralization bind atoms in molecules. Even between molecules there remain some even weaker residual attraction forces, which are the Van der Waals forces, which are thus at the third hierarchical level.
For the strong interaction, there are only 2 hierarchical levels, approximate charge neutralization is achieved in nucleons, which are bound by residual attractive forces into nuclei.
So the forces between the nucleons of a nucleus correspond to the inter-atomic forces from inside a molecule, not to the Van der Waals forces between molecules.
Quantum chromodynamics is actually pretty similar to Maxwell's equations of electromagnetism. The big difference is that unlike photos, gluons interact with each other. This means goodbye to linear equations and simple planewave solutions. One can't even solve the equations in empty space.
How could something so remarkably stable and functionally indistinguishable among its peers also be so complex?
To your question, I think there is an elegant answer actually; most composite particles in QCD are unstable. They're either made out of equal parts matter and antimatter (like pions) or they're heavier than the proton, in which case they can decay into one (or more) protons (or antiprotons). If any of the internal complexities of the proton made it distinguishable from other protons, they wouldn't both be protons, and one could decay into the other. Quantum mechanics also helps to keep things simple by forcing the various properties of bound states to be quantized; there isn't a version of a proton where e.g. one of the quarks has a little more energy, similar to how the energies atomic orbitals are quantized.
One of the implications is that there are many interactions where most possible Feynman diagrams contribute non-negligibly. The advances in theory arguably have much more to do with improvements in techniques and the applied math used, such as in lattice QCD and Dean Lee's group for instance.
The study of these things, on the other hand, is genuinely complex and difficult. But that's epistemology, not ontology.
Neutrons and protons differ in their composition, a neutron being made of 2 d quarks + 1 u quark, while a proton is made of 1 d quark + 2 u quarks, much in the same way as a nucleus of tritium differs from a nucleus of helium 3, the former being made of 2 neutrons + 1 proton, while the latter is made of 1 neutron + 2 protons.
For the strong interactions, nucleons (i.e. protons and neutrons) and nuclei are analogous to what atoms and molecules are for the electromagnetic interaction.
The strong interaction attempts to neutralize the hadronic charge (a.k.a. color charge), while the electromagnetic interaction attempts to neutralize the electric charge.
To a first approximation, the hadronic charge is neutralized in nucleons and the electric charge is neutralized in atoms.
However, because of the movement of quarks inside of a nucleon and of the electrons inside an atom, the neutralization of the charge is imperfect and there remain some residual forces of attraction, respectively strong and electromagnetic, which bind the nucleons into nuclei and the atoms into molecules.
While the leptons may be considered as truly elementary, at least in the current state of knowledge, the hadrons are composed of quarks, and the quarks have non-null color charge.
At present there is no hope of being able to produce any particle where quarks are separated, i.e. any particle with non-null total color charge, because when the distance between quarks increases the attraction force between them also increases (like they would have been bound by an elastic spring), until the force becomes high enough so that a pair quark-antiquark is generated, so the original hadron may split into 2 hadrons, both of which have null color charge and no free quarks can be produced (e.g. the quark initially being pulled apart is split away, but it takes with it the antiquark newly generated, forming a meson particle instead of a free quark).
Therefore, because neither free quarks nor combinations of quarks where the color charge is non-null can be produced, no "quarkish" elements can exist.
Nevertheless, while the normal chemical elements have nuclei composed of nucleons, i.e. protons and neutrons, it is possible to have nuclei composed of other hadrons, i.e. nuclei where besides protons or neutrons there are one or more of the so-called hyperons, which have a similar structure to nucleons, but which contain some heavier quarks than the u and d quarks that compose nucleons.
However, all hyperons have an extremely short half-life, much shorter than a second, so if such an exotic element containing hyperons in its nucleus were formed due to a very unlikely sequence of collisions between particles with very high energy, it would decay extremely quickly.
At the huge scale of the Universe, even extremely unlikely events may happen somewhere, so perhaps a few atoms of such hyperonic chemical elements have a transient existence somewhere, but their quantity must be truly negligible.
The only possible exception might be in extremely high gravitational fields, i.e. inside neutron stars and black holes, where there may be a chance that such hyperons could become stable due to the extreme pressure, but we do not really know the possible structure of matter in such conditions and in any case at such pressures there would be no chemical elements in the normal sense, as there would be no free electrons.
And like the proton, this statement is somehow heavier than the entire article. What an absolutely bizarre, arrogant choice of words.
Doing away with theory and just keep the guessing. But serous very interesting, though I barely understand anything.
"Definitely complicated enough for us all to keep getting paid for a long time."
read hhgttg
Protons are WASM modules
Neutrons are headless WASM
Nuclei are Kubernetes
QCD is the runtime
Experiments are profilers
HN comments are undefined behavior and non-renormalizable noise
https://three-body-problem.fandom.com/wiki/Sophons