Tool/software:
for op amps, I keep finding PSRR has two different formulas. I'm having a hard time understanding why the equation is sometimes inverted.
PSRR = 10 log (ΔVsupply2)/ ΔVio2)
and
PSRR=-20 log (ΔVio)/ ΔVsupply)
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Hello mp,
Could you please provide where you are finding the first equation for PSRR? The formula I am most familiar with is the bottom formula of the two.
Best,
Gerasimos
Hey mp,
Thank you for providing the context of the equation!
Looking at the equation from the linked article,
PSRR = 10 log (ΔVsupply2Av2)/ ΔVout2)
First, this has mismatched parenthesis, so I will be assuming they meant PSRR = 10 log ((ΔVsupply2Av2)/ ΔVout2)
This inner term can be simplified to ((ΔVsupply * Av)/ ΔVout)2
This power can be brought out of the log using the power rule of logarithms, and the formula is now PSRR = 20log((ΔVsupply * Av)/ ΔVout)
ΔVin*Av = ΔVout, substituting this in to the above equation gives
PSRR = 20log((ΔVsupply * Av)/ (ΔVin * Av)), the Av term now cancels and you are left with the familiar form:
PSRR = 20log(ΔVsupply/ΔVin)
Long story short, this is just a different way to write the same formula in terms of different values.
Best,
Gerasimos