If you consider the light clock to consist of light pulses (not sure how to handle the interactions with the mirror and related delays)
but this is an useful idea.
> > In S, consider a light beam that leaves the spatial origin moving
> > vertically (along z) for all t>0. The light pulse considered above is
> > the start of the beam. At any time t=T, with T>0, the beam extends up to
> > z=cT, and all portions of the beam are located at
> > x=0, y=0, 0<z<cT, t=T.
> >
> > In S', at any time t'=gT, with T>0, the beam extends from z'=0 up to
> > z'=cT with all portions of the beam located at:
> > x'=g(0-v*T), y'=0, 0<z'<cT, t'=gT [#]
> > That is, the leading edge of the beam clearly traces a diagonal line in
> > the x',z' plane, and the entire beam is vertically aligned (along z').
> >
> > [#] This is just the Lorentz transform of the extent of of the beam
> > in S.
> That is the error.
What is this 'trace?' I am a little more free to ask questions from Jane _E since he seems to see things from the same point of view. Questions asked from other persons, many times, in my view, result in a cloud of mathematics that do no answer the question direclty.
> > Similarly, every infinitesimal region of the beam is moving diagonally
> > in S'. In particular, at time t=T the infinitesimal region emitted at
> > t=T0 (0<T0<T) is located at
> > x'=-gvT, y'=0, z'=c(T-T0), t'=gT (valid only for T>T0)
> > So it is clear that the entire beam is moving diagonally in S'.
If the beam is made up of photons, and not continuous, or light pulses which definitely consist of groups of photons,
then it is clear that the projected movement of the apparatus results in increased spacing between light pulses, in that
arrangement, which may not represent reality.
> Silly Tom. Every infinitesimal element of the beam is moving diagonally.
> Clearly, the paths of those elements represent just the loci of
> infinitesimal points....an infinite number of unique imaginary lines on a
> graph. ...and you are so naive you claim they are light... and therefore
> must move at c!!
A trace is not light. I find it useful to think of the light clock filled with smoke. The stationary observer will see the light reflect off the smoke, and ignoring viewing delays, they will see a moving set of pulses, in case of the light pulse clock, a series of dotted lighted lines or points. With reference to the light clock, these lines are not moving at all even as seen by a stationary observer. This is all conjecture, though.
__________
|
|
|__________
>How blatantly stupid! Those lines are obviously 'nothing'
> and the infinitesimal elements are not light. They move at sqrt(c^2+v^2)
> in the moving frame and the beam takes exactly the same time to go up and
> down in all frames.
> > Summary: In S', at any given value of t' (>0), all portions of the beam
> > have the same value of x', which is moving in the -x' direction with
> > speed v; the beam's extent along z' is increasing, and the entire beam
> > is moving diagonally in the x',z' plane.
> Tom, to emphasize the error in your claims, let the moving observer shine
> a real laser beam along one of the diagonal paths. Do you see that it is
> different from the main beam? I hope so....Its 'axis' is not vertical and
> it clearly does not get to the top in the same time as the diagonally
> moving points. Obviously its speed is not the same as that of the
> infinitesimal points.
>
This is a good point. In the stationary frame, shine a laser light so that it coincides exactly with the angle of the 'trace' of the 'light'.
Will this light reach the 'top' of the clock before the light inside the light clock?
How is the light clock different from a long corridor with mirrors at the top and the bottom, with a laser light shining at the same angle as the 'trace' of the 'diagonal light'?
_____________________________________________________________________________________________________________________
/
/
/_____________________________________________________________________________________________________________________
>
>
>
> Note, if an Ether really existed, the beam of a light clock would have to
> be angled diagonally at arctan(v/c) in order to return to the source. It
> would then genuinely take longer than if v = 0. The Lorentz factor would
> then apply.
If the Aether existed in the frame of the stationary observer, right?
>
> However the fact that TWLS is always very constant proves that no ether
> exists...and therefore LET and SR are both nothing but SciFi.
>
>
> > Tom Roberts
> --
> -- lover of truth
There is a way to use the light clock to illustrate time dilation, and I will come up with it later.