JM
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Greg
Where is the scene of Menzel described?
The 'two lightning' scene is so poorly described, as in fig 3.1 that its hard to make any clear conclusion. A single flash seems much more straight forward and instructive.
For example, a sound pulse originating at the mid point of train and track reaches the ends of the track segment at the same time, but does not reach the ends of the train at the same time (through the open air). Thus the Relativity of Simultaneaty (ros) is not a new and unique feature of Relativity. Since light is a wave, as sound is, this feature, ros, could be expected to exist for light.
But Relativity says otherwise. A light pulse originating at the mid point also does reach the ends of the track at the same time, but now the light pulse also reaches the end of the train at the same time. These results occur because the light postulate specifies that the speed of light must be the same for all inertial observers. Thus the startling result is that sumultaneity is not relative! How can this be? The answer magically invented by Einstein is to adjust the zero point of time, by adding the second term in the time transfer equation ct=m(cT- vX/c).
To me, this simple, clear example shows the heart of Special Relativity with easily visualized physics and minimum math. Why even get involved with the convolutions of the two-flash picture?
JM
Where is the scene of Menzel described?
The 'two lightning' scene is so poorly described, as in fig 3.1 that its hard to make any clear conclusion. A single flash seems much more straight forward and instructive.
For example, a sound pulse originating at the mid point of train and track reaches the ends of the track segment at the same time, but does not reach the ends of the train at the same time (through the open air). Thus the Relativity of Simultaneaty (ros) is not a new and unique feature of Relativity. Since light is a wave, as sound is, this feature, ros, could be expected to exist for light.
But Relativity says otherwise. A light pulse originating at the mid point also does reach the ends of the track at the same time, but now the light pulse also reaches the end of the train at the same time. These results occur because the light postulate specifies that the speed of light must be the same for all inertial observers. Thus the startling result is that sumultaneity is not relative! How can this be? The answer magically invented by Einstein is to adjust the zero point of time, by adding the second term in the time transfer equation ct=m(cT- vX/c).
To me, this simple, clear example shows the heart of Special Relativity with easily visualized physics and minimum math. Why even get involved with the convolutions of the two-flash picture?
JM