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Le 20/08/2024 à 08:39, Python a écrit :'x' is a generic coordinate in system K and means a distance from the center of K to a point on the x-axis.Le 20/08/2024 à 08:30, Thomas Heger a écrit :Addendum : "the distance from A to B is x": this is wrong too.Am Montag000019, 19.08.2024 um 14:56 schrieb Python:>
...>There is also no equation, which could eventually be interpreted as delay calculation.>
As I've shown there is. A single step from the provided equations
leads to t_A = t_B - (AB)/c
>Delay for a signal from A->B in distance x would be:>
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x=c*t => delay (A->B)= x/c
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Extremely simple, isn't it?
Extremely stupid insteed x=c*t is not generally true. x/c is
not at all the delay your asking for. (AB)/c is such a delay.
Einstein defined two coordinate systems (K and k).
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System k was placed with its center upon the axis of x of system K.
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So the value 'x' is a coordinate in respect to system K with distance |x| to system K's center.
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Now I use this setting and place A in the center of K and B in the center of k.
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So: the distance from A to B is x.
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Well, yes, this was a little bad, because I had to explain it in the first place, before I could use this setting.
What you "explain" is, again, something you made up out of nothing.
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Systems K and k are even defined yet in paragraph 2.
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It makes basically no sense to put the center of K at A and the
center of k at B. K and k are in relative motion while clock-A
and clock-B are mutually at rest. So your "setting" is setting
v to 0.
x is the coordinate of an event in system K, it is not, in
general, the distance between origins of K and k.
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