Problem about Einstein's postulate

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The discussion centers on Einstein's postulate that nothing can travel faster than the speed of light (c). Participants clarify that the speed of light remains constant across all reference frames, as established by Special Relativity. They emphasize the distinction between classical mechanics and relativistic physics, specifically addressing the formula for adding velocities in relativity: (u+v)/(1+uv/c²). The consensus is that the laser beam emitted from a rocket traveling at 1/2c still travels at c relative to any observer, reinforcing the validity of Einstein's postulates.

PREREQUISITES
  • Understanding of Special Relativity principles
  • Familiarity with the speed of light (c) as a constant
  • Knowledge of classical mechanics and its limitations
  • Basic mathematical skills to comprehend the velocity addition formula (u+v)/(1+uv/c²)
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  • Study the implications of the speed of light being constant across all reference frames
  • Learn about the velocity addition formula in Special Relativity
  • Research experimental evidence supporting Einstein's postulates
  • Explore the philosophical implications of the statement "Nothing can move faster than c"
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Students of physics, educators teaching relativity concepts, and anyone interested in the foundational principles of modern physics.

silver
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Question:
evaluate its validity:
"einstein said that nothing can go faster than c but if I'm in a rocket going at 1/2c and I shine a laser out of the noes of my rocket, then the laser beam is going 1+1/2c, so einstein is wrong."

Please help...it is so hard to understand...
 
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einstein said that nothing can go faster than c
You have answered ur question... "c" is the ultimate speed. Though its value is finite it has got infinity like properties: c+c=c, c+1 = c etc.Special Relativity also says that C is constant with respect to all reference frames. Which means whether u are moving, stationary, accelerating, C is always constant.

Sridhar
 
If you are going to "evaluate" relativity, then you need to work in terms of relativity.

The formula you are using: "if I'm in a rocket going at 1/2c and I shine a laser out of the noes of my rocket, then the laser beam is going 1+1/2c," or more generally, "if my speed relative to point O is u and the speed of some other object relative to me is v, then the speed of that object relative to point O is u+v" is classical mechanics, not relativity.

The relativity formula is "(u+v)/(1+ uv/c2)".

In the particular example where v= c this reduces to
(u+c)/(1+ u/c)= c(u+c)/(c+u)= c. Light travels at "c" relative to ANY reference point.
 
thank you very much...
but my teacher hasn't talked too much about the relativity yet, she just wanted us to use the words to explain what happen...
so i just used "the speed of light appeared the same to everyone,everywhere" this postulate to explain it...
but the main thing is, i don't understand how this postulate made up...can you explain how it was made up,or suggest where could find some brief information about it... :smile:
 
silver,
I think there's two different things being mixed up here.

I think the basic postulate (backed directly by experiment) is:
"Vacuum lightspeed is the same for any observer, regardless of his state of motion".

So the answer to your original question is easy:
"The laser beam is going at c. For any observer."

The other postulate is "Nothing can move faster than c".
I think this is much more sophisticated than the other one. If you make a statement containing the word "nothing", you have to check very carefully on all aspects of physics - and define very precisely what you consider a "thing". You might (or not) arrive at this statement if you carefully draw the implications of the other one.

I think the postulate "Nothing can move faster than c" sounds spectacular, but is not a good starting point when teaching relativity. The other one, IMO, is.
 
Ambitwistor: Agree. Nice post IMO.
 

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