I Confusion regarding acceleration in SR

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The discussion centers on the confusion surrounding the twin paradox and the effects of acceleration on simultaneity in special relativity (SR). Bob and Alice, traveling in opposite directions, perceive each other's time as passing slower, but Bob's acceleration alters his frame of reference, leading to a rapid change in his observations of Alice's clock. The key point of confusion is how Bob's perception of simultaneity shifts dramatically during his acceleration, despite the light from Alice being unaffected by his motion. The conversation highlights that simultaneity is a convention that can change based on the observer's frame, particularly during acceleration, and emphasizes the role of the Doppler effect rather than time dilation in determining what Bob sees. Ultimately, the discussion seeks to clarify the relationship between acceleration, light travel, and the perception of time in different inertial frames.
  • #61
sophiecentaur said:
Perhaps you could translate those links instead and help with identifying and explaining the 'preferred frame'. Those links introduce so much other stuff that my paths is getting more divergent than the convergent I was hoping for.
The links are specifically about it, as are many threads here already. Here the PDF of the Weeks article:
https://www.math.uic.edu/undergraduate/mathclub/talks/Weeks_AMM2001.pdf
 
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  • #62
A.T. said:
The links are specifically about it, as are many threads here already. Here the PDF of the Weeks article:
https://www.math.uic.edu/undergraduate/mathclub/talks/Weeks_AMM2001.pdf
Thank you.
 
  • #63
anorlunda said:
It is really hard to textile questions like this with words. Draw diagrams.
Yes, Minkowsky diagrams with light cones. Since the light paths are invariant pick any two coordinate systems "moving" and "stationary" and compare "events"; where the cones intercept world lines. You get wave crests (that start at different times) or clock ticks or whatever (birthdays..).
 

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