I have been messing around with measuring phaseshift in transformers.
This is needed to compare the performance of transformers against each other.
It can be useful in telling whether a DIY trnsformer matches up with the original.
Frequency sweeps are useful but they don't tell the whole story.
The Crowhusrt articles have a slightly more advanced method that requires a lot more hassle, so I am just using this method as it is much easier and faster.
It might not be as accurate as the more complicated method, but I do not care, as I will be using the same method to measure up similar transformers, and as long as I use the same method for both, I will get a good comparison, albeit the degrees of phaseshift might not be exact.
Here is the setup: Same as the inductance setup. I am using about 150 ohms with a 100 ohm pot to match up the signals, not ten ohms..
First I find the frequency where there is close to zero shift. Then I get the two signals, one on the resistor, and the other across the winding, matched up voltage wise:
Then I hit the "XY" button on the scope.
If there is zero shift, I should get a 45 degree line, as the x and y signals are the same. This is a non time based setup, so I do not have to adjust the scope for sweep frequency. Cnannel 1 is the X deflection, and channel 2 is the Y deflection.
Now, I switch back to the normal mode and adjust the signal generator up in frequency until I get some phaseshift:
Now I switch back to "xy" mode. If everything is working right, I should start to see an ellipse:
Here is the formula for getting the degrees shift off the ellipse.
You want to center the ellipse, which can be done with the xy position controls:
As more shift is introduced by cranking up the frequency, the ellipse changes shape.
The flatter the ellipse, the more phase shift:
Even more phase shift.
About 1.4 divisions divided by about 1.5 equals 0.933.
To get the degrees, take the anti sin of 0.933 on your calculator, and you get about 68 plus degrees phaseshift:
We can check our method by going back to the standard input mode. This scope is cool, in that it has cursors that you can line up on the wave, and it spits out the mathematical values, which can be used to compute phase angle. It will tell you how many seconds difference there is between the waveforms, and that can be used to compute the degrees. Without boring you with the derivation, the formula is 360 times frequency times the time difference.
Here I am lining up the cursors on the zero crossing. You can also use the delta frequency to get the value. You would divide the actual frequency by the delta frequency and multiply by 360.
This ellipse is denoting a phase angle very close to 90 degrees. If there was a straight line, you would be at exactly 90:
OK, any questions?
Class dismissed!
see ya!
cj
:guinness:
This is needed to compare the performance of transformers against each other.
It can be useful in telling whether a DIY trnsformer matches up with the original.
Frequency sweeps are useful but they don't tell the whole story.
The Crowhusrt articles have a slightly more advanced method that requires a lot more hassle, so I am just using this method as it is much easier and faster.
It might not be as accurate as the more complicated method, but I do not care, as I will be using the same method to measure up similar transformers, and as long as I use the same method for both, I will get a good comparison, albeit the degrees of phaseshift might not be exact.
Here is the setup: Same as the inductance setup. I am using about 150 ohms with a 100 ohm pot to match up the signals, not ten ohms..
First I find the frequency where there is close to zero shift. Then I get the two signals, one on the resistor, and the other across the winding, matched up voltage wise:
Then I hit the "XY" button on the scope.
If there is zero shift, I should get a 45 degree line, as the x and y signals are the same. This is a non time based setup, so I do not have to adjust the scope for sweep frequency. Cnannel 1 is the X deflection, and channel 2 is the Y deflection.
Now, I switch back to the normal mode and adjust the signal generator up in frequency until I get some phaseshift:
Now I switch back to "xy" mode. If everything is working right, I should start to see an ellipse:
Here is the formula for getting the degrees shift off the ellipse.
You want to center the ellipse, which can be done with the xy position controls:
As more shift is introduced by cranking up the frequency, the ellipse changes shape.
The flatter the ellipse, the more phase shift:
Even more phase shift.
About 1.4 divisions divided by about 1.5 equals 0.933.
To get the degrees, take the anti sin of 0.933 on your calculator, and you get about 68 plus degrees phaseshift:
We can check our method by going back to the standard input mode. This scope is cool, in that it has cursors that you can line up on the wave, and it spits out the mathematical values, which can be used to compute phase angle. It will tell you how many seconds difference there is between the waveforms, and that can be used to compute the degrees. Without boring you with the derivation, the formula is 360 times frequency times the time difference.
Here I am lining up the cursors on the zero crossing. You can also use the delta frequency to get the value. You would divide the actual frequency by the delta frequency and multiply by 360.
This ellipse is denoting a phase angle very close to 90 degrees. If there was a straight line, you would be at exactly 90:
OK, any questions?
Class dismissed!
see ya!
cj
:guinness: