338 | Ryan Patterson on the Physics of Neutrinos

The story goes that Wolfgang Pauli, who first proposed the existence of neutrinos, was embarrassed to have done so, as it was considered uncouth to hypothesize new particles that could not be detected. Modern physicists have no such scruples, of course, but more importantly neutrinos turn out to be very detectable, given sufficient resources and experimental technique. I talk with neutrino physicist Ryan Patterson about what current and upcoming experiments teach us about neutrinos themselves, as well as implications for dark matter and why there are more particles than antiparticles in the universe.

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Ryan Patterson received his Ph.D. in physics from Princeton University. He is currently Professor of Physics at Caltech. His research involves a number of aspects of experimental neutrino physics, including involvement in the  NOvA and DUNE experiments.

3 thoughts on “338 | Ryan Patterson on the Physics of Neutrinos”

  1. I have a question.
    To give the background of that question I first go over the ways in which neutrino’s are different from other particles.

    The electron, muon, and tau are in two ways in a hierarchical relation to each other:
    There is decay mode: tau and muon undergo decay. Tau decay produces either a muon or an electron, with the decay mode that produces an electron being the most probable. (And of course the decay additionally produces neutrino’s in accordance with conservation constraints.) The electron doesn’t have a decay mode available.
    For all three, electron, muon and tau: the amount of inertial mass of each has been determined by way of experiment.

    To my understanding: neutrino detection finds three neutrino flavors, in such a way that it can be inferred that for the three electron flavors there are corresponding neutrino flavors.

    But then: for the neutrinos the flavor state and the mass state are not correlated.

    It would appear that none of the three flavors of neutrino has a decay mode.
    So that is very different from electron, muon, and tau.

    Lower limit
    A lower limit for neutrino mass is not known. There is the Karlsruhe Tritium Neutrino Experiment (KATRIN), and for years now the KATRIN results have been pushing down the lower limit of neutrino mass.

    Neutrino mass
    There is a prominent candidate for the origin of neutrino mass, but as of now other candidates cannot be excluded.

    In all the impression that I get is that description of the properties of neutrino’s is very much tentative.

    What puzzles me:
    How can particle physicists be so confident that in order to be capable of cycling through flavor states neutrino’s must have inertial mass? Given all the unknows, how does it come about that for that particular correlation particle physicists are certain of it?

  2. Cleon, the simplest answer I found to your question is the following:
    o Neutrinos come in three “flavors”: electron, muon, and tau.
    o When they’re created (say in the Sun or in a particle accelerator, they start out in one flavor.
    o But here’s the twist: the “flavor states” aren’t the same as the “mass states”.
    Think of it like this:
    o ‘Flavor states’ = how neutrinos interact (what detector sees).
    o ‘mass states’ = how neutrino actually travel through space.
    Easy Analogy
    Imagine three musical notes being played together
    o The detector hears a “flavor chord” (electron, muon, or tau).
    o But as the notes travel, each one drifts slightly out of syn because they have slightly different pitches (masses).
    o Over time, the chord changes – sometimes sounding more like one note, sometimes another.
    That’s exactly what happens with neutrinos: the mismatch between flavor and mass makes them “oscillate” back and forth.
    Why It Matters
    o If neutrinos had no mass, they wouldn’t oscillate – they’d stay fixed in one flavor.
    o Oscillation is proof that neutrinos ‘do have mass’, which was a huge discovery because the original standard model of physics assumed they were massless.
    o This tiny effect helps explain big mysteries like why fewer electron neutrinos arrive from the Sun than expected.
    Ref: Microsoft Copilot
    Hope that helps!

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