Simple Question-I hope-difference between SP and GP

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SUMMARY

The discussion clarifies the distinction between Special Relativity (SP) and General Relativity (GP) regarding the frames of reference for the speed of light. In SP, the speed of light is constant (C) in inertial frames, which are defined by observers in non-accelerating states. In contrast, GP describes a curved spacetime where locally inertial frames can exist in regions where tidal forces are negligible, allowing for variations in the perceived speed of light. The "P" in SP and GP stands for "Relativity," emphasizing the foundational principles of these theories.

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What defines the local frame of reference in SP in which the speed of light is constant C, vs the cosmological frame of reference of GP in which the speed of light can be different than C? My guess is that the locaL FRAME SHARES A COMMON GRAVITATIONAL FORCE, BUT THIS MAY BE TOO MUCH OF A SIMPLIFICATION.
 
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What does the "P" in "SP" and "GP" stand for? I take it you're talking about special relativity and general relativity? In special relativity spacetime is flat everywhere, so a frame doesn't have to be local for the speed of light to be c, it just has to be "inertial", meaning that any observer at a fixed position coordinate in a given frame is not physically accelerating (they feel no G-forces). An inertial frame is usually thought of as being constructed out of a grid of rigid rulers and clocks which are all at rest with respect to one another and moving inertially. In general relativity spacetime is curved so long rulers can't really remain "rigid", but if you zoom in on a small region of spacetime curvature effects (tidal forces) can become negligible, so this is where you can have a "locally inertial" frame, in a small region of spacetime where tidal forces are not detectable. In such a region, a locally inertial frame can be thought of as being constructed out of rulers and clocks which have no non-gravitational forces acting on them, meaning they are in freefall. For more on this, please read http://www.aei.mpg.de/einsteinOnline/en/spotlights/equivalence_principle/index.html .
 
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Thanks JesseM. I appreciated the reference to Einstein online...seems to be a good level for me to get started with.
 

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