Rich
Why would they? They have no electric charge.
[[Mod. note -- Note, however, that superluminal neutrinos would emit
bremsstrahlung electron-positron pairs. Cogen & Glashow (arXiv:1109.6562)
have used this to show that
"For the claimed superluminal neutrino velocity and at the stated
mean neutrino energy, we find that most of the neutrinos would
have suffered several pair emissions en route, causing the beam
to be depleted of higher energy neutrinos. Thus we refute the
superluminal interpretation of the OPERA result."
-- jt]]
> On Oct 2, 7:44 pm, eric gisse <jowr.pi.ons...@gmail.com> wrote:
>> drl <antimatter3...@gmail.com> wrote in news:0a9afebc-ae58-4f4a-8d67-
>> 1591bdcb8...@de2g2000vbb.googlegroups.com:
>>
>> [...]
>>
>> > Only Cohen and Glashow have been clear lately - they understand the
>> > inter-connectedness of physics, and the world it describes.
>>
>> > -drl
>>
>> For the curious:http://arxiv.org/abs/1109.6562
>
> This may be a dumb question, but how can one make a calculation/
> prediction of pair brehmsstrahllung of superluminal neutrinos in the
> framework of a model that does not even allow for superluminal
> particles of any kind?
You don't.
>
> I would have thought that if superluminal neutrinos do exist (as are
> claimed experimentally to have been observed), then the model is
> broken and a better one needs to be found. Yes, the experimental setup
> needs to be checked for systematic errors and the like, but it seems a
> bit silly and/or pointless to state that the experiments must be wrong
> because the theoretical model, i.e. the model which the experimental
> observations appear to invalidate, says so.
That's not what the calculation states.
The key observation is from SN1987A which contradicts this experiment.
In order for both to be simultaneously true, neutrinos must lose energy.
There are a limited number of reactions at that energy range, which
conserve quantum number / angular momentum. The paper lists them.
[[Mod. note -- I think that should be
"which conserve quantum number / angular momentum / linear momentum."
-- jt]]
The paper then argues because of the rate of energy loss that would be
required is large enough to put the maximum energy of the neutrino beam
far below what was observed, there is a big problem with the experiment.
Or fundamental physics, but most likely the experiment.
<snip>
> > "The point where the parent meson produces a neutrino in the
> > decay tunnel is unknown." �Figure 2 shows the length of the tunnel to be
> > about 1 km, time of flight about 3,300 ns.
<snip>
> Is 'nanoseconds' a typing error? �I calculate time of flight to be
> about 2.4 milliseconds for the 730 km baseline noted in the report.
Sorry, I now realise that 3,300 ns is fine and I believe I understand
the point being made. I was mixing up the time of flight over the 730
km baseline (about 2.4 ms, I think) with the time for the decay to a
neutrino on a 1 km approach run to the start point of the baseline.
The speed of the neutrino is not much different to that of the parent
particle so it doesn't matter much exactly where the decay occurs.
[Note to moderator: I would have retracted earlier but I didn't think
it was needed as I thought you had blocked my first post because it
was in error.]