antonT, on 01 August 2012 - 11:34 PM, said:
I have been led to believe that if one can show that everything in a frame of reference was indeed not normal but abnormal then the theory of relativity would have been falsified. Is this correct?
Not really, unless by abnormal you mean ``mathematically inconsistent''.
antonT, on 01 August 2012 - 11:34 PM, said:
...Everything may appear normal at lesser earthly speeds but at speeds approaching the speed of light in space nothing could be less normal! The clocks prove this and if humans were on board they would prove it as well by aging less then those on the ground. These are hard facts which cannot be denied.
It is still ``normal''. The humans on board this spacecraft would notice nothing different; that is the
point of the theory of relativity.
After all, how fast is the solar system moving? The entire Milky Way galaxy (Sun and Earth included, of course) could be whizzing along at 99.99999% the speed of light, and we would not be able to tell.
The entire theory of relativity is basically an extension of something we know very well in our daily life; the concept of
perspective. Perhaps you are standing directly in front of a door. To you, the door appears large and rectangular. Now I am standing quite some distance away, and off to the side. To me, the door appears small and is shaped like a parallelogram.
Is this a paradox? Of course not! We know from experience how distance and viewing angle can change the size and shape of an object.
Relativity adds an extra facet to the concept of perspective; it is not only your relative
position to an object that matters, it is also your relative
velocity. And not just the
shape of the object is affected, but also the
duration of events.
Time is still somewhat different than space, of course: you can go backwards in space but not backwards in time, and we are all moving forwards in time (but perhaps at different rates).
So I could retrace my steps back to where you are standing and view the door from your perspective; but I can't
relive events to get a different perspective of their duration.
The mathematical foundation of special relativity provides the basis for these concepts: we are all familiar with changing our perspective by conducting a
trigonometric rotation (i.e. turning to face a new direction). To change our perspective in time we need to conduct a
hyperbolic rotation, by changing our velocity.