This problem CAN be done using superposition, but as to whether it SHOULD be done, that's largely personal preference. Any of the standard analysis techniques will work.Here, Ip (the current through Rp) is needed.
1) This problem should be done by superposition (when V1=0 and then when V2=0) or it is also possible without that?
Apply KCL at the node containing the inverting input of the opamp. What does that tell you about the currents in R1 and R2, regardless of what V1 is?2) When V1=0 is the current through R1 and R2 the same (but in opposite directions) or not?
Hi,One of the very basic properties of ideal op amps is: current never enters the op amp input. This means that current in R1 and R2 is the same.
which part of IDEAL op amp you did not understand?Hi,
That's a good point, but i think we should be careful about using the word, "never".
We often disregard the input bias current and thus simplify by stating that the current does not enter the op amp input, however that is ONLY when the op amp is operating in the linear mode. That is, it has proper feedback to keep it working in the linear region (not saturated for example and in some cases steady state output).
One of the very basic properties of ideal op amps is: current never enters the op amp input. This means that current in R1 and R2 is the same.
Hi,which part of IDEAL op amp you did not understand?
by Jake Hertz
by Aaron Carman