Originally posted by frus
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The "form factor" that it multiplies by is 1.1.
Derivation: The RMS of a sine wave is 0.70 of its peak value. The rectified average is 0.63 of the peak. 0.70/0.63 = 1.1.
The implication is that the cheap meter gives the right answer for a sine wave and gets it wrong for all other waveforms. It will tend to read lower than the true RMS values of most of the waveforms you encounter in practice, except for the square wave where it'll read 10% high, as the form factor of a square wave is 1."Enzo, I see that you replied parasitic oscillations. Is that a hypothesis? Or is that your amazing metal band I should check out?"
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If the wave under test is sine, then the meter should display the rms equivilant.
As the wave deviates from sine, then the error will increase.
PeteMy band:- http://www.youtube.com/user/RedwingBand
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Originally posted by Austin View PostSo that would be about the same as rms?WARNING! Musical Instrument amplifiers contain lethal voltages and can retain them even when unplugged. Refer service to qualified personnel.
REMEMBER: Everybody knows that smokin' ain't allowed in school !
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The main difference of good or accurate meters vs cheap inaccurate meters is accuracy itself. All DMM meters read RMS voltage however some read it more accurate than others. If you have ever seen a Fluke repair facility it is quite amazing to say the least and they use a data machine that has all of the meter software programmed into it and you enter the model number and plug the meter into it and it compares voltage measurememts as to what it's supposed to measure as far as % of accuracy and if it's not right they can turn some pots on the PCB board to bring it back and if that doesn't work they tell you it's unrepairable as circuit drift has deemed it unrepairable. There were some instruments in there that had to be calibrated to as much as .001-25th power which is a bunch of zeroes but I have to say that Fluke set-up was a thing of beauty and very sophisticated and high tech impressive piece of gearKB
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