I made some measurements via rigol scope and digital multimeter Fluke 87V and Uni-t UT60A.
I build this simply BJT sine-wave generator + opamp.
The output voltage was equal to 4V peak and the frequency was 64Hz.
When R1 = R2 = 100KΩ
The RMS voltage must be equal to
\( V_{RMS} = \sqr{Vdc^2 + \frac{Vac^2}{2}} = \sqr{5^2 + \frac{4^2}{2}} = 5.74V\)
And I was very surprised becaues only the scope show the correct RMS value. The Fluke and Uni-t show the same result Vac = 2.9V
And when I change R1 to 200K we have this voltage across R2
The scope math show Vrms = 4.37V. But multimeter's still show 2.9V
So the conclusion is that moder digital multimeter "show RMS" value but ignores the DC component.
I build this simply BJT sine-wave generator + opamp.
The output voltage was equal to 4V peak and the frequency was 64Hz.
When R1 = R2 = 100KΩ
The RMS voltage must be equal to
\( V_{RMS} = \sqr{Vdc^2 + \frac{Vac^2}{2}} = \sqr{5^2 + \frac{4^2}{2}} = 5.74V\)
And I was very surprised becaues only the scope show the correct RMS value. The Fluke and Uni-t show the same result Vac = 2.9V
And when I change R1 to 200K we have this voltage across R2
The scope math show Vrms = 4.37V. But multimeter's still show 2.9V
So the conclusion is that moder digital multimeter "show RMS" value but ignores the DC component.
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