Re: THE ETHER AND THE ROTATING CYLINDER.
From: Paul B. Andersen (paul.b.andersen_at_deletethishia.no)
Date: 03/09/05
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Date: Wed, 09 Mar 2005 14:51:07 +0100
Gerald L. O'Barr wrote:
> THE ETHER AND THE ROTATING CYLINDER.
>
> Let us take a rotating cylinder that is perfectly
> at rest in the ether. Being at rest in the ether
> means certain things physically. Physically, there
> is no physical twist in this bar at any time, no
> matter how fast it rotates, and no matter what
> anything else might be doing. And physically, being
> at rest, this means that the actual physical length
> of this bar is always fixed in length. So this makes
> the problem very simple and easy to solve at all
> times, for any conditions.
> Let us take this bar, this cylinder, and place one
> end at the x origin, and one portion of its rotating
> surface along the x axis, and its other end at the
> 0.866 c-seconds position, and rotate it at 1 rps.
> This means that the bar is physically 0.866 c-seconds
> in length! If a needle or a marking pen were
> smoothly moved from the origin to the opposite end in
> one second (a velocity of 0.866c), then one complete
> physical turn will have been marked upon the
> cylinder.
> All this is perfect and easy to understand and to
> agree upon. And for the SR experts, everything said
> up to here is as it would also be measured to be, in
> an inertial frame that would be at rest in the ether
> and at rest with the bar. Up to here, we all have to
> agree. Please note! This problem is not and cannot
> be used if the rotating cylinder itself moved through
> the ether. We are only considering here the
> situation where the rotating bar remains at rest in
> the ether (at rest other than its rotation.)
>
> So, up to this point, as was said, we must all
> perfectly agree. So where is the problem? The
> problem occurs as soon as we step outside of the rest
> frame, into the frame of the moving needle. So let
> us for a moment consider what the frame of the moving
> needle sees (measures)(and physically experiences):
> This is what physically occurs in this frame:
> Physically, in the frame of the needle, all clocks
> moving with the needle do run slow, by a rate of one
> half! And all rulers in this moving frame, along
> the x axis, are only one half of their normal length.
> Therefore, physically, if a physical ruler were
> laid up against the cylinder, made up of short one-
> half length rulers, it could measure the bar to be
> twice as long.
And how can that be done?
Please be specific.
> But we know that in SR the bar is
> measured to be only one half as long.
> How does that happen? It happens because the SR
> procedure of making a length measurement for a moving
> object requires one to measure the time of clocks, as
> well as their positions. The measurement of the
> length of a moving object is the scale difference of
> two clocks that recorded the local presence of the
> opposite ends of the bar while showing the same
> identical time. (Please note: the word 'local' was
> used. This is an important word, an important
> concept, that has to be understood if you are going
> to understand SR measurements.)
> So if you have a clock at each end of the bar
> showing the same exact time, then the distance
> between these clocks is the length of the bar. Thus,
> just by changing the sync time settings on your
> clocks, you can change the length of any moving
> object. And this is exactly what is done. You sync
> your clocks in a fixed way, and it is the sync of
> your clocks that changes the measurement from being
> twice as long to only half as long. Simple, simple,
> simple. And it is this same sync that keeps the
> velocity to be the same, and keeps c to be the same.
> Now in SR, this is all assumed to be true, on the
> measurement side. But in the ether approach, one has
> to be many times more complicated, because you follow
> more things. You follow what happens physically, and
> then you have to take all these physical changes, and
> determine what would be measured if all these
> physical things occurred. So SR experts do not like
> all these complications. But until we do consider
> all these things, we will never really understand
> what actually occurs.
> So the final results: Whether we see things as
> they are in the rest frame of the ether (the rest
> frame of the cylinder), or in the rest frame of the
> needle, the final results (one complete marking of
> the cylinder) has to occur. In the frame of the
> needle, due to the syncing of the clocks that are
> used in this moving frame, the bar appears to be
> twisted, as some have noted. But this twist, as seen
> in the moving frame, is totally false, in the sense
> that physically, this bar never twists at all. It is
> all a false sense of a twist due to the artificial
> simultaneity that exists in this moving frame.
> Does anyone really care? I do. But since no real
> expert will care, and will not take the trouble to
> explain such details, then it really does me no good
> at all to sit here and do the work, because everyone
> will laugh or make fun or ignore it. So have your
> fun, you people, and say your silly things. But in
> the end, I know that my way of thinking will happen,
> and then we will see who is laughing. You SR experts
> are crazy, all because you are lazy and uncaring
> people. Shame on you all!
>
> Thanks for reading.
> (sorry about the change in the title!)
> Gerald L. O'Barr <globarr...@yahoo.com>
> / remove 3 dots for e-mail
>
>
>
> P.S. The real fun starts when we begin to consider,
> physically, what physically happens when a rotating
> bar, as described above, begins itself to move along
> the x axis. Here we begin to see two twists in the
> bar, one that is only artificial (due to the syncing
> of the clocks involved), combined with a real
> physical twist. Here is where things really get
> complicated, and it is here where I have tried to go
> to show people that we might find a partial component
> of our absolute velocity. But I see that we cannot
> even handle a simple, non-moving bar. What a loss!
The world is full of physically contracted people,
and they don't even realize it!
Strange world.
Paul
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