Here's a movie I made showing the experiment suggested by JimB:
https://tinypic.com/r/34japs7/6
I started out at a frequency of 1/10 Hz and ending at 10 Hz. I didn't increase the frequency smoothly, but rather in arbitrary steps. This meter is underdamped, and you can see the swing of the needle increases at one point, but then decreases from then on.
The movie file is large.
Edit:
I should mention that what I have done is not exactly what JimB suggested. I didn't use a moving coil meter; I used a moving iron meter. A moving iron meter responds in the same way as an electrodynamometer meter--the deflection force is proportional to the square of the applied voltage. Thus, there is an upward deflection no matter what the polarity of the applied voltage. The meter even responds to applied DC.
Hi again,
So the frequency was 0.1Hz to 10 Hz. Was this using a pure sine wave or some other shape, and what was the peak voltage ?
is there any way to download the movie file ?
Thanks
Hi again,
Oh i thought the quality wasnt that bad really as i could clearly see the meter face and the movement too pretty well.
The only question i had was that if the meter reads 7v peak for a 7v peak slow varying signal then it if was a square law meter it should read 0.35v for a fast varying sine signal. That's because the average of the square of the sine is 0.5 while the average of just the abs of the sine is 0.64 approximately. So a meter that reads 7v for the peak of a slow signal and 5v for a fast sine means it must be just taking the absolute value of the sine and averaging that.
I think what is happening here is that once the meter face is calibrated, then it indicates RMS. After all if we calibrate the meter face as a square root function, we'll see the exact RMS value appear on the meter face.
So i was wondering how did you find out it was the type of meter that works by the square law?
MrAl said:is there any way to download the movie file ?
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