Why Does Special Relativity Create Discrepancies Between Time Frames?

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Homework Help Overview

The discussion revolves around the concepts of special relativity, particularly focusing on the discrepancies in time frames as observed by different observers in relative motion. The original poster presents a scenario involving an observer on the ground and an alien in a spacecraft, questioning how light behaves in this context and the implications of time dilation and length contraction.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the implications of relative velocity, time dilation, and length contraction. Questions arise regarding how these concepts apply to the scenario described and whether the observer's perception of light speed remains constant across different frames of reference.

Discussion Status

The discussion is ongoing, with participants seeking clarification on the original poster's understanding of special relativity. Some have requested more precise definitions of the events in question, while others express confusion about the application of relativistic effects to the scenario presented.

Contextual Notes

The original poster indicates a lack of satisfactory understanding from existing texts on special relativity, suggesting that the problem may stem from vague or unclear statements about the scenario. There is a call for more specific details to facilitate a meaningful discussion.

Oerg
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Ok, let's imagine an observer on the ground, he witnesses a large spacecraft flying pass him relatively at 3 x 10^5m/s.

Now let's imagine he saw through a large window, an alien shining a torch across the window in the spacecraft .

By Einstein's second postulate on special relativity, we expect that the observer will see the light moving across the spacecraft at c.

By considering the lorentz's factor, the spacecraft now appears to be traveling at 299999.7m/s to my observer.

With respect to the observer, the alien still sees his light beam traveling at c. But to the observer, although the spacecraft appears to be traveling at a slower velocity than its actual velocity, it still doesn't account for the discrepancy between the 2 time frames! Someone please help me on understanding this concept!
 
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Oerg said:
By considering the lorentz's factor, the spacecraft now appears to be traveling at 299999.7m/s to my observer.
How, exactly? You just said the spacecraft 's velocity with respect to the observer was 300,000 m/s. And relative velocities don't change like that unless acceleration is involved.

With respect to the observer, the alien still sees his light beam traveling at c.
Both observer and alien (in spacecraft ) see the light traveling at c.
 
well, i factored in the length contraction and the time dilation, is there something wrong with it?
 
What exactly is the question? Relative velocity doesn't change between inertial frames. (Ground observer sees spacecraft move with speed v to the right, alien sees ground observer move to its right at speed v)

I'm not sure where/why you applied length contraction and time-dilation. If it's a textbook question, post it as it is in the book. If it's your own, then please describe it more clearly.
 
dont time dilation and length contraction apply to moving objects?
 
Yes, they do. But I don't see how they would affect relative velocity.
 
oh... so if time dilation and length contraction apply to moving objects, is there no frame of reference that would be able to observe this phenomenon?
 
Before we can go anywhere with this, you need to properly define the event(s) in question. If this is from a book, please quote the book verbatim. You are making too many vague, unspecific statements to have a meaningful discussion.
 
i thought up this question because i simply don't understand special relativity...
Ive read texts but they don't seem to provide a satisfactory understanding of the theory to me.

I was dreaming about how an observer would see that the light traveling in a spacecraft would be a constant as that outside the spacecraft when the spacecraft is moving at a high speed for the effects of time dilation to be of any significance. Even yet, he would still see the spacecraft moving, so is it not true that the spacecraft should be totally still so as to view the speed of light as a constant? What is wrong with my way of thought! I seriously need some help over here sorry if i sound confusing.
 
  • #10
any help please?
 

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