Re: C S Lewis
- From: "al" <almond@xxxxxxxxxxxxxxxxxxxxxxxxx>
- Date: Thu, 12 Jan 2006 22:15:05 -0000
<rja.carnegie@xxxxxxxxxx> wrote in message
news:1137023881.258311.35730@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
>
> Ye Old One wrote:
> > On Wed, 11 Jan 2006 12:33:38 -0000, "al"
> > <almond@xxxxxxxxxxxxxxxxxxxxxxxxx> enriched this group when s/he
> > wrote:
> >
> > >As I recall (and it's been a while) the thought experiment to prove
time
> > >dilation was with a long rod with a light source and reflector at each
end.
> > >The rod and attachments were travelling at relativistic speeds towards
their
> > >destination end on. The light flashed at one end and was detected timed
and
> > >returned by the other. In this way it was inferred that the shortening
of
> > >the rod due to velocity would alter the time.
> > >If you agree with this I will continue.
> >
> > Then you may as well stop because the rod will never change length.
>
> It depends on the observer. Moving objects are foreshortened along the
> direction of movement. (However, from the point of view of the object,
> it's everything else that is moving and is foreshortened. Yes, this is
> a paradox, but it's still correct.)
>
> The time dilation experiment is a train with a beam of light moving
> from ceiling to floor and back to the point of origin - there's a
> mirror on the floor. An observer in the train sees light moving in a
> straight line || An observer outside sees light travelling further \/
> because the target on the ceiling has moved. Since the speed of light
> is counted the same by each observer, they reach different naive
> conclusions about the time that has passed on the train. Special
> relativity means that each of their conclusions is correct.
>
> But again, the observer on the train can watch the observer outside
> performing a similar experiment and draw the same conclusion - that the
> other guy is moving and /his/ clock is running slow. The paradox.
>
> Now if you shoot a beam of light along the axis of travel - from one
> end of the train carriage to the other - and then reflect it back
> again, the maths is different again. I suppose it's kind of like
> walking against the wind and then walking with the wind at your back -
> say you make 3 miles an hour in one direction and then 5 miles an hour
> the other direction, your average speed is not 4 mph, it's 3.75 mph.
> (60 miles is a good round number, but rather a long walk.)
What I was really trying to get to is this shortening of objects travelling
at relativistic speeds?
al
>
.
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