Is 8.33 ms not a difference in timing?180 degrees in direction, as in polarity, yes; 180 degrees in timing, no. There is no timing differential.
Is 8.33 ms not a difference in timing?180 degrees in direction, as in polarity, yes; 180 degrees in timing, no. There is no timing differential.
Yes, that is a apparent difference in timing. But whatever the waveform going into the transformer, the two output waveforms are always the polarity inverse of each other. It is only if the input waveform meets certain limiting conditions (like being a pure sine wave of a single constant frequency) that it appears to also be describable as an 8.33ms delay.Is 8.33 ms not a difference in timing?
He is not saying the signal is created by delaying a different signal.But of course it does. The L2 voltage is a reflection about the X axis of the L1 voltage. It's the general case that covers any and all waveforms, and it illustrates how the two waveforms in question are actually created. L2 is most definitely not created by delaying (phase shifting) L1.
What time shift?A case of an actual time shift might be, say, a damaged stator on a three phase generator?
Reality, not apparent. A reference is a choice, not something determined by someone else's opinion.Yes, that is a apparent difference in timing. But whatever the waveform going into the transformer, the two output waveforms are always the polarity inverse of each other. It is only if the input waveform meets certain limiting conditions (like being a pure sine wave of a single constant frequency) that it appears to also be describable as an 8.33ms delay.
What time shift?
A three phase set of voltages don't shift time either. All voltages start at the same time.
There is a difference as to when the positive of each signal peaks.
As with any signal, that will depend on what you use for a reference. Basic physics tells you that you can pick any reference.
In one case we use two different references and the other uses one reference. Both choices are valid.
Reality, not apparent. A reference is a choice, not something determined by someone else's opinion.
A transformer, three-phase or otherwise, can have multiple valid references and choosing one over another does not suddenly make all other signals "apparent" signals.
Wind three equal coils along a generator shaft. Pick equivalent reference points and you get three equal voltages.Reality or perception, Golddigger's point is that with a center-tapped transformer the time shift interpretation can only be valid with certain ideal waves. And since real world waves are never completely ideal...
The voice of reason.Nothing "apparent" is happening at all.
This post is unrebutted and shows that negation is the more generally correct transformation. Phase shift does not work when any even harmonics are present.Suppose due to harmonics the L1-N voltage is of the form sin(x) + a*sin(2x) [for some constant a and where I've set other constants to 1 for simplicity]. What's the L2-N voltage for an idealized center-tapped transformer secondary:
1) sin(x + pi) + a*sin(2(x + pi)).
2) - sin(x) - a*sin(2x)
In this case the two answers differ. And (2) is correct, (1) is incorrect.
Wind three equal coils along a generator shaft. Pick equivalent reference points and you get three equal voltages.
Rotate the second coil 120 degrees relative to the first and rotate the third coil 240 degrees relative to the first then you get a set of three voltages with a 120 degree separation. Our reference terminals are the same as when we started.
Similarly,
Wind two equal coils along a generator shaft. Pick equivalent reference points and you get two equal voltages.
Rotate the second coil 180 degrees relative to the first then you get a set of two voltages with a 180 degree separation. Our reference terminals are the same as when we started.
Nothing "apparent" is happening at all. What happens is a physical reality. A reference defines the signal and you are free to assign a reference. Plain and simple physics.
You can have a transformer bank with reference points at the end and in the center and it produces real working voltages. Been there, done that.
You can take a voltage in one direction for 1/2 the winding and the opposite direction for the other 1/2 of the winding and it produces real working voltages and can even create other phase angles. Been there, done that.
Nothing "apparent" about it. Take it from people who actually do these things in their work.
The generator winding example might be easier for people to visualize and picture physically.And your point is...?
The post you were responding to referred to a center tapped transformer, by the way, and not a generator with a rotating shaft.
For 120-0-120 isn't the neutral the obvious and logical choice?In both cases the phase displacement is determined by the reference choice.
For 120-0-120 isn't the neutral the obvious and logical choice?
That makes L1-N and L2-N 180deg apart. This two different phases.
That is two different phase angles. It is entirely reasonable to say two different phase angles from a single phase supply.[/QUOTE. They are not in phase so they are different phases.
The generator winding example might be easier for people to visualize and picture physically.
In both cases the phase displacement is determined by the reference choice. The signals taken from the generator or the transformer can have a 0 degree displacement or 180 degree displacement. Both have a physical arrangement that determines the phase relationship. Both have a common driving source.
For 120-0-120 isn't the neutral the obvious and logical choice?
That makes L1-N and L2-N 180deg apart. This two different phases.