# Do standard model particles actually exist or merely usefully describe behaviors of a medium?

I've read about how sound propagation can be modeled as phonon particles moving and interacting. I understand that this is a useful mathematical construct to describe the behavior of longitudinal pressure waves in a medium like air.

Are standard model particles actually matter in the same sense mundane stuff we can directly observe (like the air molecules whose motion transmits sound), mere models that describe a (possibly unknown) medium's behavior (like phonons), or do we believe that at its fundamental level that all matter may be like the phonons in that it's all just describing how some field or medium propagates energy?

As it gets beyond electrons, protons, and neutrons, it's not clear to me that the other particles exist rather than being models of how other things behave. I accept the math makes accurate predictions but it's not clear to me that it's not just like phonons that way.

• Why do you single out electrons, protons, and neutrons? Protons and neutrons are known to be composite particles comprised of quarks. If "the other particles" might be phonons, then why not also electrons? – bapowell Aug 21 at 14:34
• I'm not trying to make a sweeping declaration about others with that statement. Those three seem fairly directly observed. I have trouble imagining a reasonable alternative model where those three aren't used as real matter. Contrast with phonons which aren't needed to describe sound. – William Grobman Aug 21 at 14:39
• I'm basically wondering if treating these phenomena as particles of matter is just one useful model or if they're pretty essentially material. – William Grobman Aug 21 at 14:40
• This is not a well-defined question unless you give a very precise definition of what it means for a particle to "actually exist". Folk epistemology and physics don't mix well. – ACuriousMind Aug 21 at 15:51
• Possible duplicate of What is more fundamental, fields or particles? – Stéphane Rollandin Aug 21 at 16:16

Here is a bubble chamber picture of an event

It is interpreted as particles:

$${\newcommand{Subreaction}[2]{{\rlap{\hspace{0.38em} \lower{25px}{{\rlap{\rule{1px}{20px}}} {\lower{0.5ex}{\hspace{-1px} \longrightarrow {#2}}}}}} {#1} }} {K}^{-} ~~ p ~~ {\longrightarrow} ~~ {\Subreaction{{\Omega}^{-}}{ {\Subreaction{{\Lambda}^{0}}{p ~~ {\pi}^{-}}} ~~ {K}^{-}}} ~~ {K}^{+} ~~ {K}^{+} ~~ {\pi}^{-}$$

and shows the generation and decay of an ${\Omega}^{-},$ the particle that fills up the prediction in the decuplet of hadrons.

We call the kaons, protons, pions "particles" because macroscopically their footprint is that of a charged particle with a given momentum traversing an ionizeable medium.

Hundreds of thousands of similar pictures measured, gave the data for the standard model, before the new electronic data detectors entered the scene. That is why we talk of particle physics.

Look at the double slit experiment for electrons, a single electron at a time. The footprint on the screen is a dot, within the detection errors, a footprint that one expects a particle to give. The wave nature appears in the accumulation of many electrons with the same boundary conditions scattering off the slits, in the interference pattern, due to the probabilistic quantum mechanical nature , the wavefunction which is the solution of the scattering problem.

Existence need philosophical analysis. The bubble chamber pictures exist. The double slit single electron at a time exists. The mathematical model tying up and fitting the data , if validated, exists.

Are we platonists? i.e. mathematics defines reality? Or realists: data defines reality. Having started with Regge pole models for particle physics and ending up with the standard model, and contemplating string theory models, I tend to be a realist: if it walks like a duck and quacks like a duck, it is a duck. Or maybe a wave in the pond ;).

• This is such a good answer. I really appreciate the historical perspective as it helps me understand why we talk about the particles. This definitely makes these exotic particles seem more "real" to me. Out of curiosity, since phonons started this for me, would an analogous sound experiment (can't imagine what it would be or what your bubble chamber would be either) produce a phonon trace that makes them "more real"? I'm still trying to see if this is just interesting wave behavior or if my perspective needs adjusting. – William Grobman Aug 21 at 22:03
• I expect if the mathematics is the same it might be possible to envision such experiments. I think it would be very hard for sound .People are doing solitons in water for gravitational questions for example arxiv.org/ftp/arxiv/papers/1302/1302.4531.pdf – anna v Aug 22 at 3:49
• The thing is, we never actually see particles. What we see in the bubble chamber tracks are interactions, i.e. the vertices of Feynman diagrams, not the legs. The interactions are nicely localized. I'm not sure what the philosophical implications of this are though, or if it is just nitpicking. – jdm Aug 22 at 15:08
• @jdm well, it is a philosophical statement. Do we see anything anyway ? after all it is just energy transitions in our retinas and vibrations in our ears that map the world for us. – anna v Aug 22 at 15:45

That's a very philosophical question. You have a model that predicts measurement results, but what is its interpretation? What reality does it represent?

Quantum field theories deal with (spoiler alert...) quantum fields (ok, not much of a spoiler). The particles that one speaks of, like photons or electrons, are the modes of vibration (the waves) in these fields, much like phonons are the modes (waves) of matter vibration.

I prefer to interpret the theory to say that what exists are the quantum fields themselves, not the particles per-se. This allows one to speak of what exists even when there is no perturbative treatment i.e. when the discussion in terms of the modes of vibration (the particles) doesn't make sense. And it appears less artificial to me; positing that only the modes of vibration exist instead of the thing that vibrates seems strange and unnecessary, oddly restricting what exists to only part of what the theory describes.

• I really appreciate your answer. Would you be able to elaborate on why you consider the fields more fundamental? I agree it seems strange for the vibrations to be more real than the "medium", but it's also strange for ordinary matter to be an excitation of a field. Physics at this scale is always weird (to me anyway). Why do fields seem more fundamental? – William Grobman Aug 21 at 21:58
• I'm not trying to be difficult either. I actually intuitively agree with you. But I'm not knowledgeable enough to say if that's reasonable or not. – William Grobman Aug 21 at 22:05
• It’s difficult for me to say the SM fields are real considering that the S matrix is invariant under field redefinitions. – CStarAlgebra Aug 22 at 6:45
• The way I tend to try to understand it is that each "particle" is the manifestation of a purturbance in the underlying field. This works nicely as far as my mental understanding of it goes. The other way to approach it is to simply try to doublethink yourself and accept that they are both particles and waves – Persistence Aug 22 at 14:56

"To be clear though, what I mean by "actually exist" is that the they're not simply the behaviour of a substrate of some kind and are actually little pieces of stuff."

If we tell you they are "little pieces of stuff" then what are the little pieces of stuff made of? To the best of our knowledge the answer is "excitations in quantum fields" aka "the behaviour of a substrate of some kind". The bottom of this chain of questions, at least that I'm aware we have answers for, is that all 'stuff' is energy via the mass-energy equivalence (not conversion) $E=mc^2$. David Tong has a lecture on Quantum Fields: The Real Building Blocks of the Universe basically saying if you forget about the particle analogy and think of "stuff" as only excitations in quantum fields things become clearer.

Does this "actually exist"? Sean Carroll has what he calls "Core Theory" or "An Equation That Can Fit On A T-Shirt" which describes "The World of Everyday Experience, In One Equation". It combines quantum mechanics, spacetime, gravity, all the other fundamental forces, matter, and Higgs (which gives mass) to describe everything we might experience here on Earth very accurately. And he talks more about that in The Big Picture: From the Big Bang to the Meaning of Life.

We also know that it's wrong. Or rather that it's incomplete. While core theory works great for stuff on the scale we work with, it fails to account for observations at the very, very, very large and the very, very, very small: dark matter, dark energy, and the great bugaboo of quantum gravity. When I saw very, very large I mean galaxies. And when I say very, very small I mean approaching the Planck scale.

Does any of this "actually exist"? All physics can say is whether it fits observation. We know it does this very well, but we also know it's incomplete. What to make of this paradox? The recent history of modern science hasn't been to find old theories do not match observation, but to find they're approximations, to refine them, and to add a deeper layer. Newtonian mechanics aren't wrong, they're an approximation of the deeper theories of general relativity and quantum mechanics. Is there a bottom? We don't know. You might want to watch Harry Cliff talk about Beyond the Higgs: What's Next for the LHC? to get some ideas.