On Monday, December 9, 2024 at 4:54:34 PM UTC-7 Brent Meeker wrote:




On 12/9/2024 3:24 PM, Alan Grayson wrote:

On Monday, December 9, 2024 at 2:01:28 PM UTC-7 Brent Meeker wrote:

> 
> Nothing odd about dilation and contraction when you know its cause. 
> But what is odd is the fact that each frame sees the result 
> differently -- that the car fits in one frame, but not in the other -- 
> and you see nothing odd about that, that there's no objective reality 
> despite the symmetry. AG 

The facts are events in spacetime.  There's an event F at which the 
front of the car is even with the exit of the garage and there's an 
event R at which the rear of the car is even with the entrance to the 
garage.  If R is before F we say the car fitted in the garage. If R is 
after F we say the car did not fit.  But if F and  R are spacelike, then 
there is no fact of the matter about their time order.  The time order 
will depend on the state of motion. 

Brent


Since the car's length can be assumed to be arbitrarily small from the 

pov of the garage, why worry about fitting the car in garage perfectly,
and then appealing to difference in spontaneity to prove no direct
contradiction between the frames? It seems like a foolish effort to 

avoid a contradition, when one clearly exists. AG 


What's the contradiction? 


The contradiction is precisely this; assuming the initial rest state is 
that the length of the car is larger than the length of the garage, we get 
the *car* *never fitting* in the garage from the pov of the car, and the 
*car* *fitting* in the garage from the pov of the garage. The car can't fit 
*and* not fit in the garage. The former result is easy to see, since the 
car's motion shrinks the garage's length, so the car, initially longer than 
the garage, can never fit inside the garage. The latter result follows from 
the fact that from the pov of the garage, the car's length shrinks, and for 
a sufficient velocity, it will shrink enough to fit in the garage. Further, 
the issue of simultaneity is a non-issue, since measurements of the front 
and back end of the car occur in the car's frame, and since the car never 
fits in the garage, such measurements can never be made when the car 
perfectly fits in the garage, or even loosely, since this condition never 
occurs. In summary, I think I've done for relativity, what Bertrand Russell 
did for Cantor's set theory; proving the existence of a contradiction. AG


Brent

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