On 5 /14 /2013, Vert wrote:
>On 5/14/2013 7:10 PM, SRdude wrote:
>
> >Special relativity claims that absolute motion is a meaningless
> >concept. It also claims that clocks do not have different intrinsic
> >or physical rates. Both of these very stupid claims were utterly
> >invalidated via my simple clock transport experiments.
>
>you did not refer to experiments of any kind. suppositions about
>hypothetical situations are not experiments. do not flatter yourself
>that they are.
And I was giving you credit for having half a brain.
So using transported clocks to measure the one-way speed of light is
not an experiment. You need your head examined, pronto.
On 14 May 2013, Absolutely Vertical wrote:
>On 5/14/2013 7:37 PM, SRdude wrote:
>> On Tue, 14 May 2013, Absolutely Vertical wrote:
>>
>>> so it's no wonder that you get a different measurement of c with improperly
>>> synchronized clocks.
>>>
>>> idiot.
>>
>> Now you are Absolutely Horizontal.
>>
>> Your statement just leads directly to more quagmires. Since the two
>> origin clocks were certainly absolutely synchronous at the start of
>> the experiment, WHY would they NOT be absolutely synchronous after one
>> moved steadily on down the road?
>
>they are not synchronous initially. they are _stopped_ remember? you
>choose starting events with the passage of a transported clock. if the
>motion of the transported clock is _slow_ enough that you cannot detect
>any effects of its motion, then it is a slowly transported clock. if it
>is not transported slow enough that this is the case, then you have not
>done slow clock transport.
You still do not even understand the given experiments, and they are
very simple.
I never said a word about doing "slow clock transport."
Here is the first experiment replayed:
We start with two clocks of an inertial coordinate system.
[0]-----------x axis-----------[?]
Clock A Clock B
Neither clock is running, Clock A reads zero, and Clock B is waiting
for its reading.
When a transported clock, Clock C, meets Clock A in passing, both are
started on zero.
Clock C
[0] -->
[0]-----------x axis-----------[?]
Clock A Clock B
Clock C goes on to meet Clock B, and B starts as it copies C's time.
Clock C
--------------------------------[Ta] -->
[?]----------x axis-----------[Ta]
Clock A Clock B
Clocks A and B are now used to measure light's one-way speed.
Look at and study this simple experiment until you have it figured out
>
>the _only_ synchronization you did with the clocks was via that
>transported clock, which was not transported slowly enough to call slow
>clock transport.
>
>is this not obvious?
This is funny; you are talking about a mere relative speed as if it
could have any physical effect upon a clock's intrinsic rhythm.
Exactly how "slow" (relative to the base frame) must a transported
clock "move" in order to call it "slow transport"?
And again I ask you to state why the two origin clocks (the frame's
origin clock and the transported clock _at_ the frame's origin) would
not remain truly synchronous forever no matter what the "speed" of the
transported clock?
You are bringing up all the irrelevancies while totally ignoring the
paradox.
Typical poor-relativity-student style.
>>
>> And it was never my intention to properly synchronize anything,
>> certainly not the clocks.
>>
>> And where is your grand proof that SR's clocks are not "improperly
>> synchronized" (as your above implied)?
>>
>> And now let's look at your wonderful opening statement:
>>
>>> don't be an idiot. the purpose of specifying _slow_ transport
>>> is to make it so that any -- repeat _any_ -- effects due to the
>>> speed of transport are below measurement resolution. yet in
>>> the above, you clearly violate this by making the second clock's
>>> transport fast enough that the effect is noticeable with
>>> measurements.
>>
>> 1. How can mere relative motion possibly affect a clock's atomic
>> rhythm?
>>
>> 2. Any possible effect must be due to a clock's absolute motion.
>
>look at the above two statements. in the first, you splutter with
>incredulity that a state of motion could possibly have a physical effect
>on a clock, then in the second you splutter that it _must_ be a state of
>motion that affects the clock. but, you say with eyebrows arched, it is
>not relative motion that must matter but _absolute_ motion. aha!!
>
>idiot.
ad hominem's are your only forte. sad.
My first "splutter" pertained only to mere relative motion, whereas my
second pertained to absolute motion. The two are completely
different.
Anyway, just forget about what I "spluttered"; just tell us why my
transported clocks obtain different one-way light speeds.
And tell us why SR cannot cope with this.
>> 3. Your above just tells me that not only do you not understand my
>> simple experiment, but you also do not understand relativity "theory."
>
>you are free to dismiss all you want. you are deeply confused about what
>slow clock transport means.
>
See my above.
>>
>> 4. Also note that, as John Wheeler noted (in his "famous" book
>> _Spacetime Physics_), not even the very slowest transport case can
>> result in exactly c for the one-way speed of light. (p. 19, 1963
>> ed.)
>
>of course. read what _i_ said. slow clock transport results in an effect
>that is _below the clock resolution_. wheeler's comment is about an
>exactly precise result. the criterion of slow clock transport is about a
>real clock with a finite precision. then you compared two cases where
>there is a _measurable_ difference in the produced speed of light, which
>means _above_ the clock's resolution. as i said, you are confused about
>what slow clock transport even means.
See my above.
>>
>> 5. But Wheeler still claimed that very slow clock transport is a legit
>> clock-synch method.
>> (ibid.)
>
>why yes, it is, for clocks with finite resolution. slow enough means
>that two different transport speeds, both slow enough, will result in
>the same value of the speed of light, within clock resolution.
>
We are talking theoretical physics here, so there is no such clock
resolution problem.
Tell us why my 2 transported clocks obtain different values for the
one-way speed of light. That is the question.
>>
>> 6. And Wheeler also tried a physical explanation for the
>> out-of-synchness of a transported clock, namely, the fact that it
>> moved rapidly relative to the base frame. Again, I ask the important
>> question How can mere relative motion count?
>
>you are asking, 'but... but... _how_ does this happen? unless i
>understand _how_ it happens, then it cannot happen!'
>
>the reason is the structure of spacetime, which is something you do not
>understand. nevertheless, the experimental consequences of it have been
>verified. this is how we know, in science, that the premises are correct.
Space-time has no physical structure, dummy.
Space-time is math (geometry)
Why do my 2 transported clocks obtain different values for the one-way
speed of light. That is the question.
>>
>> 7. To clue you in, the purpose of my transport experiment(s) is to
>> show clearly that clocks that move at different absolute speeds run at
>> different (intrinsic) rates, thereby changing the (one-way) speed of
>> light as measured by them.
>
>you are not measuring the speed of light if the clocks are not
>synchronized. if you follow your procedure with a transported clock that
>is not transported slowly enough, then you do not produce synchronized
>clocks. therefore the result you get is not the speed of light. this
>should be obvious even to an oak stump.
See my replayed experiment above, plus my above conments.
Why do my 2 transported clocks obtain different values for the one-way
speed of light. That is the question.
>>
>> 8. This flies directly in the nasty face of the infamous odometer
>> "explanation" of any clock paradox experiment, whereby it is stated
>> that odometers moving along different routes to the same place do
>> indeed read differently at the end, but this does not mean that they
>> "ran differently" or had "different intrinsic rhythms," as is claimed
>> re clocks.
>
>what the hell are you talking about?
Search for "odometer" in this newsgroup.
>>
>> 9. I am not saying that my transport experiment correctly measures
>> light's one-way speed, but I am saying that the different (incorrect)
>> results can only be caused by different absolute clock speeds in
>> space.
>
>no, it can be caused by other things, such as not using synchronized
>clocks! thus, your claim that it can _only_ be due to absolute motion is
>patently and obviously wrong. and you're an idiot.
>
See my above.
>> 10. Special relativity simply cannot cope with this result, therefore
>> the paradox.
>
>there is no paradox, other than the fact that you first claimed that the
>clocks are measuring the speed of light and then that they're not
>measuring the speed of light. the resolution of the paradox is that
>you're not measuring the speed of light, because you are not using
>synchronized clocks. and they are not synchronized, because the clock
>you're transporting isn't being transported slowly enough.
Just exactly how "SLOW" must a transported clock travel in order to
correctly synchronize it?
When did I say that the transported clocks are not measuring light's
one-way speed?
>which is what i said at the outset. which you still do not understand.
>because you are, apparently, denser than a four-foot stack of national
>geographic magazines.
Why do the transported clocks not remain absolutely synchronous with
the frame's origin clock? (They started out absolutely synchronous
with it.)
Dr. Cad
expecting many more irrelevancies from U-NO-Hoo