['protonman' asked:]
Why is the speed of light invariant in today's view?
(paraphrased)
['selfAdjoint' replied:]
... Second, it turns out to be a Lorentz scalar, meaning it is
preserved under Lorentz transformations, meaning in turn that
it's the same in all inertial frames. ...
[2clockdude replies:]
Thinking people would want to know why light's one-way speed
is Lorentz invariant.
And the answer is simple, as follows:
It's because Einstein forced it to be by definition, so this
case of Lorentz invariance has nothing to do with physics (or
with the nature of nature).
Further explanation:
If I decide to force two clocks to obtain one-way light speed
invariance, then of course they are going to obtain it, and of
course my math (in this case, the Lorentz transformations) will
faithfully (if stupidly) reflect this; however, this clearly
has nothing to do with physical science (or with the nature of
nature) because it is a mere convention (just as is the length
of an inch).
Even further explanation:
Forget about the Lorentz transformation math, it merely reflects
Einstein's definition of clock synchronization, which has no basis
in either theory or fact. Forget about Einstein's definition of
clock synchronization because it is not physics, it is only a
convention. Also, it produces absolutely asynchronous clocks.
Forget about the so-called theory of special relativity - it is
not really a scientific theory but is merely a definition of
clock synchronization. (SR is based solely on Einstein's definition
of synchronization.)
Moreover:
The important thing in physics is experiment, not theory, not a
mere definition of synchronization, not a postulate, not a
principle, not some math based on a definition, etc., etc.
Therefore, the question in this case becomes Who has ever
experimentally used two non-rotating, relatively-at-rest clocks
to measure the one-way speed of light? And the answer is No one.
So no one really has proved experimentally that light's one-way
speed is indeed invariant (or isotropic). In fact, no one has
shown that light's one-way, two-clock speed can even be an
experimentally-found law of nature, as Einstein claimed it to
be. You might begin by asking yourself Why has no one ever used
two same-frame clocks to measure the one-way speed of light?
In fact, this has never even been done on paper, so we don't
even have the excuse of the lack of technology, as if this
could even be a real excuse today. The real reason for the lack
of the performance (if only on paper) of the one-way version of
the Michelson-Morley experiment is simple: No such experiment
exists. Why is this? It is because nature cannot synchronize
clocks in order to give us an experimental result in the one-way
case. (Only man can synchronize clocks, so the only result we
can obtain in the one-way case is a man-given one, and man does
not give us the laws of nature, man gives only definitions and
conventions, such as Einstein's definition of synchronization.)
In conclusion:
To answer my paraphrased version of 'protonman's' important
question, I can say that the one-way light speed invariance in
today's view is irrelevant because it was not given by nature,
but was merely forced by man via a synchronization definition.
Since there can be no natural value for light's one-way, two-clock
speed, there can be no postulate, hypothesis, or theory which
pertains to such a value (and which claims to predict it). Even
though Nature cannot give us a one-way law, we can still use two
clocks to correctly measure light's one-way speed, as long as the
two clocks are correctly related (or correctly synchronized).
This means that the most important goal of (flat) space-time
physics is two absolutely synchronous clocks. (And such clocks
will find a variable one-way light speed. Indeed, if we were to
correct for clock slowing and rod contraction, we would obtain
a variable round-trip speed of light.)
You're not in junior high...or are you?