sophiecentaur said:
One signal, which cannot have a phase difference with itself.
Correct!
sophiecentaur said:
There is a 180° phase difference between the two sine waves.
Ummm, not quite…
There is only ONE primary winding and ONE secondary winding. We are applying a single voltage, to the primary side which is represented by one specific sine wave. A copy of that sine wave is then produced (induced) on the secondary winding, differing only in amplitude, assuming that there are fewer turns of wire in one winding than in the other. Let’s assume there are one-half as many turns of wire in the secondary winding as in the primary winding; that would mean that the voltage measured across the secondary winding would be one-half of that applied to the primary winding, at the same frequency. That is, 480 volts at 60 Hz applied to the primary would induce 240 volts at 60 Hz on the secondary.
Now, we connect a wire to the exact center of the secondary winding. This does not change the sine wave on the secondary (or on the primary). All it does, in effect, is give us 2 secondary coils that are in series with each other (and in phase). Each half of the coil has half as many turns of wire as the entire secondary winding, therefore, only half of the secondary voltage would be measured across either half of the secondary (in this case, 120 volts).
Note that by placing a tap at the center of the secondary winding, we haven’t changed either half of the coil. Had we actually
separated the 2 halves, reversed one of them and re-connected them,
THEN we would have two 120 volt sine waves that are 180 degrees out of phase with each other. But, when we measure across the entire secondary, the voltages would cancel out giving 0 volts, not 240 volts.
The reason people tend to think that one half of the secondary is 180 degrees out of phase with the other, is that they usually place the negative lead of an oscilloscope to the center tap (which is generally grounded) and measure one end or the other with the probe. This
does show 2 sine waves that are out of phase, but you have to remember that by leaving the ground lead at the center tap, you are basically
reversing the leads when you measure one side as compared to the other.
There is NO WAY that the 2 halves could truly be out of phase with each other, it's just an issue of perspective.
An example for the doubters:
Suppose you stand beside a train track and there is a train traveling from left to right, as you look at the track. If you look to the left, it will appear that the train is coming
toward you. BUT, if you look to the right, it will appear that the train is going
away from you. Obviously, the train is only going one way ... it's a matter of perspective.