moamps said:
The most common resistor's value for R1 and R2 is 47 ohms. Also, 22 and 75 ohms resistors are often used, 10 and 100 ohms rarely.
The most common capacitor's values for C1 and C2 are 47, 100 and 220uF.....
It's not a matter of habit. There's a scientific reason for the values used here.
Ther are two branches, one that includes the output impedance of the opamp. Contrary to basic theory, the opamp's output Z is not zero in practice and variable with frequency. So the resistor must be suffficiently high to make the opamp's output impedance negligible. Since the actual opamp's output Z is a fraction of an ohm, almost any value above 1 ohm will satisfy this condition.
So now, what governs the value of the resistor?
Primo, it must be low enough to provide a low source impedance to the load it feeds. It could be 300r if we wanted 600-ohm-matching, but today the concept is bridging, where the source impedance is << the load impedance. Typical values are indeed 100ohms into 10k. That's probably why 47r is the most common value.
Secundo, the resistor at the output of the opamp decouples the opamp from the capacitive load presented by the cable. For some reason (I suspect historic habits of RF engineers) 50 ohms is generally the value used in the application notes.
There are electrolytic capacitors, and we all know their actual tolerance is quite high, sometimes as high as -20/+50%, and varies with age. So the value of the capacitor must be made high enough to provide good LF response AND to make its impedance at the lowest frequency negligible compared to the resistor.
When capacitors are not matched, one can see that the CMRR gets degraded. Bill Whitlock has perfectly demonstrated that the CMRR of a balanced connection is governed by the actual impedance discrepancy between the two legs of the connection.
Assuming the values 47r and 100uF, with a 20k load impedance, CMRR at 50Hz degrades down to 70dB with only 10% difference between caps (with perfectly matched caps, CMRR is theoretically infinite). It is not uncommon to see elcaps value changing by -50% with age; in that case, CMRR@50Hz may fall down to 45dB.
Although 47uF satisfies the LF response condition, IMO it doesn't leave enough margin for tolerances and variations regarding CMRR.