On Sat, Oct 26, 2024 at 3:06 AM Alan Grayson <[email protected]> wrote:

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>
>
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> *So that one typo, which was correct elsewhere made it muddled for you? *
>
>
> *In part yes. When I think an author doesn't know what he's expounding
> about, I lose interest. Also, although I was a software engineer at JPL, I
> don't know LISP,  so it would be hard to see what assumptions you made in
> generating the plot. And the plot is claimed to establish time dilation,
> and I'm not sure how you developed the width of the blue path say, to show
> time passes more rapidly compared to the other plots.  AG*
>
>
> *I just assumed a width for the blue path.  All that determines is how
> fast the light clock ticks.  Then the other two light clock world lines
> were generated by point-by-point application of the given Lorentz
> transform.  So I showed the two clocks moving relative to blue ticked more
> slowly, not the other way around.  Do you not see that the bouncing photon
> hits the mirror less often in red's clock as measured in blue's frame. *
>
>
>
> *Yes, so that implies tics are less frequent in red's clock, compared to
> blue's clock, so the time rate for red is less than blue, which is what I
> in effect posted -- that blue clock tics more rapidly than red clock. Why
> do you fail to understand what I wrote? AG *
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>
>
>
> *I understood it, but it read as if you didn't realize red was just the
> transform of blue and it is in the clock's own frame it runs fastest.  You
> wrote as though I "developed the width of the blue path say, to show time
> passes more rapidly"  whereas I chose it arbitrarily and derived the other
> two. Brent*
>
>
> *Are you saying the red clock is in the same frame as the blue clock? I
> missed that point. Why did you model it this way, instead of just using two
> frames, one at rest, the other moving? Why does the red clock's photon
> cross at right angles, but this isn't so for the blue clock? Were they
> arbitrary choices? AG*
>
> *This discussion began with my claim that there could be a clock paradox,
> defined by two clocks, each running slower than the other. If such a
> paradox existed, it would be impossible to produce a plot which would show
> it. So, what exactly does your plot show; that the LT establishes that a
> moving clock runs slower than a stationary clock? This is not something I
> disputed.** I don't see how your plot resolves a possible paradox. **AG*
>
> *I thought that if I could synchronize clocks in two inertial frames
> without the LT, I could establish the paradox. But now I don't think this
> is true. What is true, is that the LT causes time dilation, and is, so to
> speak, the price we pay to guarantee frame invariance of the SoL. AG*
>
> *For Jesse; I looked up Einstein's method for determining simultaneous
> events. IIUC, it involves two clocks and a light source midway between them
> to produce simultaneous events, with the conclusion that simultaneity
> exists in the rest frame of the clocks, but not in a moving frame. I didn't
> use it to establish that clocks in two inertial frames can be synchronized.
> Neither did I deny it. I don't see why you think there's something awry
> that I didn't use it. AG*
>

Again, the problem is that you simply haven't clearly laid out what your
procedure is for synchronizing different clocks at rest in the *same*
frame, so your summary of the experiment you want to set up is too vague
without that information. Are all the A clocks synchronized with one
another using the Einstein synchronization procedure in the A frame, and
then the B clocks set with reference to whichever A clock they are next to
at some moment? Or is just one B clock set by reference to the A clock it's
next to, and the other B clocks synchronized with that first B clock using
the Einstein synchronization procedure in the B frame? Or some other option?

Jesse

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