- #176
harrylin
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OK, probably you already clarified that elsewhere; if so, sorry and thanks for doing it again.mangaroosh said:I don't see why this should be seen as an issue, because I think we can deduce that, at least, one observer has to be actually moving (or in "absolute motion") from a scenario where observers are moving relative to each other, even inertially. It doesn't necessarily require a change in relative motion, I just think it is easier to highlight.
So, with "actually moving" you mean something similar as "true motion" in Newton's model?
As I stated, the answer is different in SR than in 1916 GR; but I think that Einstein was forced to change his mind about it by 1920. So, your term "in Einsteinian relativity" is too poorly defined for a straightforward answer.To be honest, I'm not sure which one is the relevant theory; I'm just offering the examples which illustrate my understanding. I thought it was a more straight forward question than that though; is the Earth rotating or not?
In contrast, according to the link that I provided, Einstein's solution of induced real gravitational fields doesn't seem to make much sense to most people.[..] Just on the link you provided; I'm familiar with the Twin Paradox; [..] It isn't a paradox according to GR because of the equivalence principle i.e. either gravitation or acceleration resolves the paradox.
Yes, especially which relativity principle do you refer to? Einstein's general relativity principle which has nearly been forgotten, or the special one as he formulated it?It might be helpful to state it in terms of the test of the principle of relativity, as mentioned earlier.
Certainly not! That expression can be used to mean different things, but not "motion without reference to anything" - one popular modern meaning is instead "motion with reference to all inertial reference systems".The test says that the absolute nature of motion cannot be determined by a co-moving experiment; I think we can deduce that the nature of the motion has to be absolute.
Where absolute is used in its usual sense of "without reference to anything", so "absolute motion" would be motion without reference to anything.
All those expressions relate to relative motions, such as a car relative to the road and the elevator relative to the building. So, I'm afraid that you are indeed bringing this discussion back to the ancient times of Greek philosophers.This can perhaps be clarified with contextual examples:
- can you move i.e. are you capable of movement?
- have you ever been in a moving car?
- have you ever stood still on an escalator and still moved? [..]