Questions about neutrinos compared to the nature of light

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SUMMARY

This discussion centers on the measurement of neutrino speeds compared to the speed of light, denoted as c. It is established that while the one-way speed of light cannot be experimentally verified, the two-way speed can be measured for both light and neutrinos, assuming appropriate experimental setups. Neutrinos, due to their mass, do not travel at exactly c, but their speeds are consistent with being very close to c. The conversation also explores the theoretical implications of categorizing neutrinos as "c travelers" and the challenges in observing neutrinos due to their weak interaction with matter.

PREREQUISITES
  • Understanding of special relativity and the concept of c as the speed of light.
  • Familiarity with neutrino properties, including mass and oscillation.
  • Knowledge of experimental physics, particularly in measuring particle speeds.
  • Basic principles of particle detection and interaction with matter.
NEXT STEPS
  • Research methods for measuring two-way speeds of particles, focusing on neutrinos.
  • Explore the implications of neutrino oscillation on their mass and speed.
  • Investigate the experimental setups used to detect neutrinos and measure their properties.
  • Learn about the theoretical frameworks surrounding "c travelers" and their characteristics.
USEFUL FOR

Physicists, researchers in particle physics, and students studying the properties of light and neutrinos will benefit from this discussion.

bahamagreen
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First question:

Within experimental error all measurements of neutrino and light speed in vacuum are consistent with c,
but one way speed measurement of light is well proscribed,
so is a one way speed measurement of neutrinos also proscribed?

I have more questions, but maybe just clarify this one first.
 
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bahamagreen said:
so is a one way speed measurement of neutrinos also proscribed?
There's no problem measuring the one-way speed of neutrinos or anything else (including light) if we're allowed to assume that the one-way speed of light is equal to the two-way speed.

The "proscription" against measuring the one-way speed of light is just saying that the one-way speed of light is something that we have to assume, not something that we can prove experimentally. Any experiment that purports to measure the one-way speed of light will turn out to be somehow based on this assumption.
 
Additional questions:

Of the neutrino and light, can speed of both be measured two way, or just light?
(I'm wondering how to make a neutrino reflect or bounce back to obtain a two way path measure of speed)

Does the two way speed measure of light categorically theoretically extend to everything that moves at c?
(or does each type of thing that moves at c require an independent two way speed measure?)
 
Nugatory said:
The "proscription" against measuring the one-way speed of light is just saying that the one-way speed of light is something that we have to assume, not something that we can prove experimentally. Any experiment that purports to measure the one-way speed of light will turn out to be somehow based on this assumption.

It doesn't need to be based on this assumption. It is sufficient if it is based on an equivalent assumption.
 
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bahamagreen said:
(I'm wondering how to make a neutrino reflect or bounce back to obtain a two way path measure of speed)
In principle, it is easy. You send a friend to stand over there with a neutrino detector and a neutrino gun. You fire a neutrino at him. When he detects it, he shoots one back. You measure the time delay between when you fired your neutrino and when you detected the one from your friend you also measure the distance to where your friend is standing. Compute two times distance over time and you have the two-way speed.
 
The local flux is about 65 billion per square centimeter per second, so I might have trouble distinguishing which one was shot by my friend. :)

Another question:

If I label a group "c travelers" to include all particles that travel at c and their attributes with respect to c (e.g., relative speed between source and detector not effecting measured speed, no reference frame, etc.), are neutrinos categorically/theoretically "c travelers" yet?
 
bahamagreen said:
are neutrinos categorically/theoretically "c travelers"
No. It's well established via neutrino oscillations that neutrinos have mass. Therefore they cannot travel at exactly c.
 
jtbell said:
No. It's well established via neutrino oscillations that neutrinos have mass. Therefore they cannot travel at exactly c.

This suggests to me neutrino travel speed range of 0 to approaching c but all measures are consistent with c. Why no "slow" neutrinos?
 
bahamagreen said:
This suggests to me neutrino travel speed range of 0 to approaching c but all measures are consistent with c. Why no "slow" neutrinos?

1. Because there's nothing to slow it down, since it has such a weak interaction with matter

2. You need to be coincidentally, and via very low odds, in exactly the same frame of reference to one of these neutrinos to be able to see it with speed 0.

Neutrinos may have a range of kinetic energies. However, because it has such a minuscule mass, even such a wide range of energies barely deviates significantly from being practically at ~c.

Zz.
 
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Also, calculate the energy of a "slow" neutrino, using whatever speed you consider to be "slow." What kind of processes might produce such "slow" neutrinos?
 

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