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Special Relativity:
SM said:
One postulate of the theory of relativity is that the laws of physics are the same at all times and places in the universe.
The other postulate is that the speed of light, in a vacuum, measured in an inertial reference frame, is a constant c.
So taking these postulates we get this:
A and B are moving toward each other at some speed v.
B emits light at A.
We would assume that the speed of the light seen by A would be c+v.
Actually (postulate 2) it is c.
Why did this happen? Because time is not experienced in the same way by either guy when observed by other guy. Seen from A's viewpoint B's clock is actually moving faster than his clock, and since speed = distance/time the speed of light conveniently becomes c :-)
Actually that's only one part of it. Since momentum (mass*speed) can't change and the speed does, through the time warp, mass has to change too. So when you go fast (have more energy) compared to someone, you're actually heavier, seen from them than if you weren't moving. That works both ways so that's where E = mc^2 comes from basically. Finally, so everything fits there's some shrinkage too in the direction you're travelling. Can't explain that in words, it all comes out of the equations :-)
Anywhoo
General relativity (not too sure about this one, but the gist):
Ok, so laws of physics are the same everywhere. So what about inertia?
I mean you can feel when you're accelerating can't you?
Uh-uh says Einstein. If you we're in an elevator which' cable snapped on earth you'd be falling with constant acceleration, however you wouldn't really feel the acceleration, you'd just be weightless.
OTOH if you were in an elevator out in space accelerating constantly upwards 9.8m/s^2, you'd feel like you were in a stationary elevator on Earth.
So this led Einstein to say (10 years after special relativity):
Gravity and acceleration is the same. But that means that c would not be the same for people in a gravity well, i.e. on Earth. But it must be. Hence: Gravity distorts space and time too. Basically :-P
Never did the equations for general relativity so it's a bit wishywashy :-)
Did it help though? |
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