On Friday, December 13, 2024 at 7:30:31 PM UTC-7 Brent Meeker wrote:




On 12/13/2024 3:09 PM, Alan Grayson wrote:

For some rest length frame parameters, there's a v, such that for 
velocities greater than v, won't the car fit in all garage frames, but in 
none of the car frames? If this is correct, what's the justification for 
saying the solution exists in one set of frames, but not in another? And 
what's the argument that in all of these frames, simultaneity of front and 
back of car is satisfied?  TY, AG 


What could it possibly mean for the car *not to fit* in the car frame!  


*Have you ever tried to park a car? Use your brains and you'll figure it 
out. It's called the Lorentz Parking Paradox. You're trying to park a car 
of known rest length, in a garage of known rest length. Follow me so far? 
Now get the car moving and from the car's frame notice how the garage 
length Lorentz contracts. Follow me so far? At some v or greater, the 
length of the garage will be smaller than the car's rest length. When this 
happens most sane individuals will conclude that the car won't fit. OTOH, 
from the garage frame, the car's length is Lorentz contracted, so most sane 
individuals will conclude the car WILL fit in the garage. Thus, an apparent 
paradox, or shall we say a discrency of whether or not, the car can fit in 
garage, and from the pov of which frame? Final question: are you a sane 
individual? These questions might be totally ill-posed. If so, with your 
immensely superior intellect, I'm confident you'll be able to show us how; 
and if so, THAT WILL BE THE SOLUTION! AG*

I don't even know that "the solution" means.


*It means what I wrote above. Which frame, if any, can the car be fully 
contained within the garage? AG *

 What was the problem to be solved; 


*Read what I wrote, and better yet what other professionals write about 
this apparent paradox. AG*
 

How to educate Alan?  Simultaneity is a relation between EVENTS, not car 
parts.


*I know that. Now tell me something I don't know. (Who said anything about 
car parts?) AG *


Brent

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