Whence camest nullness?

Whence camest nullness?

"Nullness" refers to light speed invariance.

It did not come from Maxwell!

If Maxwell's laws even hinted at nullness, then no
one would have firmly predicted a positive result
for the Michelson-Morley experiment, and yet all
physicists were dead certain of a positive result.

Therefore, nullness did not come from Maxwell.

We got our first taste of nullness from the famous
Michelson-Morley experiment [the MMx].

This showed round-trip nullness.

But, contrary to popular opinion, the MMx did not even
close the round-trip case, much less the one-way case.

As John Wheeler said, there are actually two - count-em,
two - independent round-trip cases. One is covered by
theory A, the other by theory B (Wheeler's designations).

Quoting Wheeler [_Spacetime Physics_ ©1963, p. 80]:
"The two theories differed as to the effect of 'motion
through absolute space' on the running rate of a clock.
Theory A said, no effect. Theory B said that a standard
seconds clock moving through absolute space at a velocity
v has a time between ticks of sqr[1-v^2/c^2] seconds."

"Thus the Kennedy-Thorndike experiment ruled out theory A
(length contraction alone) but allowed theory B (length
contraction plus time contraction) ...."

This tells us that the MMx did not "do away with the
aether" if we take this to mean "prove the invariance
of light's round-trip speed."

The MMx did not close the round-trip light speed case.
Light's round-trip speed could still have varied via the
Kennedy-Thorndike experiment [KTx], as Wheeler stated.

And if the MMx did not even close the round-trip case,
then it certainly did not come close to closing the
one-way case. And neither did the KTx.

Just as the KTx differed fundamentally from the MMx by
the addition of a timing process, the one-way case differs
fundamentally from the round-trip case by the addition of
clock synchronization.

Given that man must synchronize clocks (since Nature cannot
because She has no means of moving the hands of clocks), we
see that it is not possible for Nature to give us a null
result in the one-way case. That is, it is simply physically
impossible to have an experimental one-way null result.
Only if Nature can set clocks can there be _any_ natural law
or result in the one-way case, and, as we said, Nature cannot
set clocks. This shows the utter meaninglessness of the second
"postulate." Equivalently, it shows the utter uselessness of
Einstein's definition of "synchronization."

On the other hand, it was extremely simple for Nature to
give us two - count-em - two round-trip null results! All
She had to do was to control atomic clock rhythm and real
(or intrinsic) rod length, as Wheeler said.

To reiterate, although we can and do have general laws of
nature in the round-trip cases, we cannot have any laws
of nature in the one-way case (because, as noted above,
Nature simply has no control over clock synchronization).

This is exactly why no one has ever performed the one-way
version of the MMx. (No one has ever used two nontransported
or nonrotated clocks to measure light's one-way speed. No
rotated or transported clocks are allowed because they run
slow.)

Since no one-way experiment has ever been performed, the
one-way case remains open.

What more can be said about the one-way case?

Plenty!

Although (as we said above) there cannot be a one-way law,
there can be a correct measurement of light's one-way speed,
but this requires absolutely synchronous clocks, the ones
which Einstein joyfully discarded so long ago. (He tossed
them aside like used rags. He then replaced them with clocks
which he forced via definition to "obtain" a one-way "null
result," which, as we know, is experimentally impossible.
That is, it cannot happen experimentally or naturally, but
only with man's intervention. Therefore, the Einstein's
result is not a natural law, but is a man-made or artificial
result, and is therefore not worth 2 cents!)

As even Einstein had to admit, given absolutely synchronous
clocks, light's one-way speed will vary with frame velocity:

Quoting Einstein, re using classical physics' absolutely
synchronous clocks to measure light's one-way speed:
"w is the required velocity of light with respect to
the carriage, and we have

w = c - v.

The velocity of propagation of a ray of light relative
to the carriage thus comes out smaller than c.

But this result comes into conflict with the principle
of relativity.... For, like every other general law of
nature, the law of the transmission of light in vacuo
must, according to the principle of relativity, be the
same for the railway carriage as reference-body as when
the rails are the body of reference."
http://www.bartleby.com/173/7.html
[This has nothing to do with closing velocities
because they do not conflict with the PoR.]

Therefore, we have it from Einstein himself that
correctly-related (i.e., absolutely synchronous)
clocks will correctly measure the one-way speed
of light, and it will vary with frame speed.

We can call this result a restricted or qualified
one-way law; that is, if we are _given_ (by man)
truly synchronous clocks, _then_ the one-way light
speed result would be variance, not invariance.

This is a restricted law because it was not fully
given by Nature, but was partly given by man, who
controlled the clock synchronization part. Nature
controlled how light moves through space.

Why are we able to use light to detect and to
measure our absolute motion?

It is because light is an absolute frame.

As everyone should know, there are only two criteria
for an absolute frame, viz., (a) it must have a constant
(unchanging) speed in space, and (b) this speed must be
known. Maxwell told us long ago that light's propagational
speed in empty space is c. And thanks to light's source-
independent nature, this speed is unchanging (constant).

Any and all discussions about an aether or aethers have
been pure wastes of time, as have any and all discussions
about special relativity, which is not a scientific theory
because it has no predictions. (It did not predict round-
trip invariance, but merely accepted it as a fact; it did
not predict one-way invariance because that cannot happen
experimentally.)

Even if there are those who (wrongly) still insist that
special relativity makes some sort of predictions, this
is irrelevant; all that matters are the simple facts that
we can detect absolute motion via the use of synchronous
clocks to measure light's one-way speed, and such clocks
will give us absolute time.

Fortunately, since no one can prove a negative, not
even Einstein could prove that absolutely synchronous
clocks cannot exist.

Given all of the above, it is unfathomable that anyone
would still wish to teach and preach special relativity;
it is equally unfathomable that any theoretical or even
experimental physicist would lack any desire to search
for a way to (truly) synchronize clocks!

--b jones--
.

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