Clik here to view.

We had a requirement to measure the RMS value of a unipolar square wave being fed to a resistive load. Our resistive loads were light bulb filaments (Numitrons) so the degree of brightness was dependent on the applied RMS.
Our digital multimeters did not have an RMS measurement capability, but they could measure the average value of the waveform at hand.
Conversion of a measured average value to the RMS value was accomplished by taking the average value and dividing that by the square root of the waveform’s duty cycle.
The applicable equations are shown in Figure 1.
Image may be NSFW.
Clik here to view.
Figure 1 Equations used to convert a measured average value to RMS value by taking the average value and dividing that by the square root of the waveform’s duty cycle.
John Dunn is an electronics consultant, and a graduate of The Polytechnic Institute of Brooklyn (BSEE) and of New York University (MSEE).
Related Content
- RMS stands for: Remember, RMS measurements are slippery
- Root mean square versus root sum square
- When do you need true rms?
- Rise Time: The Role of RMS
The post Converting from average to RMS values appeared first on EDN.