Pete:
You don't "find" frames, you define them.
You seem to have the impression that a frame must be attached to an object?
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me:
OK, how do you define an inertial frame within the solar system? One in
which gravitational has no effect. One in which an object in its inertial rest
frame 'sees' the Earth moving STRAIGHT AWAY from its coordinate points
at constant relative velocity. Now, recall when Special Theory applies to a
problem. It is applicable between TWO inertial frames, not an inertial frame and a non-inertial frame. Is the Earth considered an inertial frame of reference? In the discussion above, the Earth is rightly considered a
NON-INERTIAL frame of reference. Why is it considered an inertial frame
of reference in the Twin Paradox, for example? You have not read my post here if you think I believe a frame must be attached to an object.
What on Earth gave you that idea? I have absolutely no problems knowing
my frames of reference. Do you, Pete? It seems you do. Are you having
problems distinguishing between inertial rest frames, inertial frames, Global inertial frames and non-inertial frames? I do not. Now, when the
station observer sees the train approaching, where are the coordinate points of origin that he uses for each frame of reference to determine the
trains relative velocity wrt himself? This observer is on the equator, does
he choose coordinates at Anchorage for his rest frame? Anchorage is in
his rest frame according to STR.