Can Special Relativity Explain Accelerating Reference Frames?

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Special Relativity (SR) can accommodate non-inertial reference frames, leading to effects such as the non-constancy of light speed. Resources for studying accelerating frames in SR include MTW's "Gravitation," which offers a thorough treatment but utilizes tensors, making it beneficial for transitioning to General Relativity (GR). Rindler's book is also mentioned, although some users have difficulty finding specific treatments of accelerating frames within it. A derivation of Rindler coordinates is available in MTW's book, specifically on pages 240-252. Understanding these concepts is essential for further exploration of relativistic physics.
ralqs
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So apparently SR can handle non-inertial reference frames, and there are supposedly some interesting effects that come about, like non-constancy of the speed of light. I was wondering if anyone knew where I could find a treatment of accelerating frames in SR (like a textbook)?
 
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MTW's "Gravitation" has a good and very thorough treatment of accelerated observers, but it does use tensors.
 
pervect said:
MTW's "Gravitation" has a good and very thorough treatment of accelerated observers, but it does use tensors.
IMO the fact that it uses tensors is a benefit. It makes the transition to GR much easier later.
 
Mentz114 said:

I looked through the book, but I didn't find anything. A bit weird, didn't Rindler find a way to describe accelerating reference frames?

pervect said:
MTW's "Gravitation" has a good and very thorough treatment of accelerated observers, but it does use tensors.

Does MTW look at accelerating frames from an SR perspective?
 
There's a good derivation of Rindler coordinates on p. 240-252 of this book, which for now anyway is all viewable on google books.
 
JesseM said:
There's a good derivation of Rindler coordinates on p. 240-252 of this book, which for now anyway is all viewable on google books.

Interesting writeup. I shall have to bone up abit. Thanx.

GrayGhost
 

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