- #36
geistkiesel
- 540
- 1
Here is how it works Doc Al;
The photons from A and B arrive simulatneously at M in the stationary frame, and are immediately deflected by mirrors into the moving frame, hence the moving frame measures the arrival of the A and B photons simulaneously in the moving frame. Again we will let the photons go as they must until they all meet where the A photon met in the unedited experiment, at t'3. It seems that to those screaming out loud that the photons did not arrive at one spot in the moving frame simultaneously were a bit hasty, in this case at least.
Above the stationary midpoint just as the photons from A and B arrive simulatneously.
Above: The B photon reaches the midpoint M in the stationary frame and is deflected down and then to the right toward the moving observer in themovinf frame.
At the same time the A photon arrives at M, and is also deflected down and formward toward the observer in the moving frame.
Which is ovekill as we have an unreflected photon A running head to head with the A' and B' photons, where the primes refer to the moving frame.
The photons are directed into the moving frame just the the photons arrive simultaneously at the moving frame. The deflections are then deflected in the direction of the moving observer.
All photons arrive simultaneously in the moving frame at t'3 and , there is no SR here, hence Einstein made a booboo.
_________________________________________________
Also, in the case where two photons are emitted simultaneously from A and B and arrive at the midpoint of A and B just as the moving observer arrives-we will clear this matter up right here and now!.
The moving observer measures the simulatneous arrival of A and B in the moving frame. Some will scream that no, no the photons were emitted one after the other, with the A photon emitted first.
This is an impossibility as the photons arrived at M simultaneously in both frames. If the A photon was emitted first and the sources were equidistant from the midpoint as they obviously were, then the A photon would have arrived before the B phpoton and the photons would not have arrived simultaneously. You see, the speed of light is the same for both photons in the moving frame. Therefore each must have used the same time of flight in arriving at M and M' simultaneously with the moving observer.
As soon as there are two photons then, from that instant on, there is only one midpoint and each photon thereafter spends equal amounts of time in flight. Draw it out Doc Al before you begin to look silly.
It is easy here as the A and B sources have their midpoint at M and M', get it?
The photons from A and B arrive simulatneously at M in the stationary frame, and are immediately deflected by mirrors into the moving frame, hence the moving frame measures the arrival of the A and B photons simulaneously in the moving frame. Again we will let the photons go as they must until they all meet where the A photon met in the unedited experiment, at t'3. It seems that to those screaming out loud that the photons did not arrive at one spot in the moving frame simultaneously were a bit hasty, in this case at least.
Code:
M
|
Above the stationary midpoint just as the photons from A and B arrive simulatneously.
Code:
/<_________ Stationary
|
\>_________->B' photon moving |
Above: The B photon reaches the midpoint M in the stationary frame and is deflected down and then to the right toward the moving observer in themovinf frame.
Code:
___>\ Stationary
|
\>__________> A' photon moving |
At the same time the A photon arrives at M, and is also deflected down and formward toward the observer in the moving frame.
Code:
_____>\ /_> A photon moving |
\>________>/
|
M' (t'2)
Which is ovekill as we have an unreflected photon A running head to head with the A' and B' photons, where the primes refer to the moving frame.
The photons are directed into the moving frame just the the photons arrive simultaneously at the moving frame. The deflections are then deflected in the direction of the moving observer.
All photons arrive simultaneously in the moving frame at t'3 and , there is no SR here, hence Einstein made a booboo.
_________________________________________________
Also, in the case where two photons are emitted simultaneously from A and B and arrive at the midpoint of A and B just as the moving observer arrives-we will clear this matter up right here and now!.
The moving observer measures the simulatneous arrival of A and B in the moving frame. Some will scream that no, no the photons were emitted one after the other, with the A photon emitted first.
This is an impossibility as the photons arrived at M simultaneously in both frames. If the A photon was emitted first and the sources were equidistant from the midpoint as they obviously were, then the A photon would have arrived before the B phpoton and the photons would not have arrived simultaneously. You see, the speed of light is the same for both photons in the moving frame. Therefore each must have used the same time of flight in arriving at M and M' simultaneously with the moving observer.
As soon as there are two photons then, from that instant on, there is only one midpoint and each photon thereafter spends equal amounts of time in flight. Draw it out Doc Al before you begin to look silly.
It is easy here as the A and B sources have their midpoint at M and M', get it?