[time-nuts] Einstein Special on PBS

EB4APL eb4apl at gmail.com
Sun Nov 29 15:58:03 EST 2015

Hi John,

Thank you very much for this explanation, I found it very "explicative".
What I am not able to grasp is the sense of the phrase " That second 
part was what really baked peoples' noodles".  I think that is some 
colloquial but not being English my native language I can't figure out 
its meaning.

Thank you,

El 27/11/2015 a las 21:54, John Miles wrote:
> So, here's how I finally grokked this stuff.  c, the speed of light in a vacuum, is often spoken of as a "speed limit" that nothing can ever exceed.  That's a bad way to put it, and people who have expressed it that way in popular science writing for 100 years should feel bad.
> Instead, the way to visualize relativity is to realize that c is the *only* speed at which anything can travel.  You are always moving at 300,000,000 meters per second, whether you want to or not.  But you're doing it through all four dimensions including time.  If you choose to remain stationary in (x,y,z), then all of your velocity is in the t direction.  If you move through space at 100,000,000 meters per second in space, then your velocity in the t direction is 283,000,000 meters per second (because sqrt(100E6^2 + 283E6^2) = 300E6.)
> It doesn't make sense to speak of moving a certain number of "meters" through time, so your location in time itself is what has to change.  You won't perceive any drift in your personal timebase when you move in space, any more than you will perceive a change in your location relative to yourself.  ("No matter where you go, there you are.")  But an independent observer will see a person who's moving at 100,000,000 meters per second in x,y,z and 283,000,000 meters per second in t.   They see you moving in space, in the form of a location change, and they also see you moving in time, in the form of a disagreement between their perception of elapsed time and your own.
> Likewise, if you spend all of your velocity allowance in (x,y,z), your t component is necessarily zero.  Among other inconvenient effects that occur at dt/dt=0, you won't get any closer to your destination, even though your own watch is still ticking normally.  Particles moving near c experience this effect from their point of view, even while we watch them smash into their targets at unimaginable speeds.
> This is special relativity in action.  The insight behind general relativity is twofold:  1) movement caused by the acceleration of gravity is indistinguishable from movement caused by anything else; and 2) you don't even have to move, just feel the acceleration.  That second part was what really baked peoples' noodles.  It is what's responsible for the disagreement between the two 5071As.
> -- john, KE5FX
> Miles Design LLC

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