See attached file for full problem description.
Consider the unity gain inverter made with an opamp. The opamp is ideal except A(w) = B/jw where B, the unit gain bandwidth of the opamp, is a constant (rps).
Find the transfer function H(w)=V0(w)/Vs(w) as a function of A.
Substitute the expression for A(w) and find the magnitude and phase of H(w). Plot the magnitude (dB) and phase of H(w) on a Bode plot (vs log w).
Please see the attached file.
(a) For a ideal unity gain inverter as the following
In this analysis we need to take the open loop gain A to consideration.
(1)(Negative and positive inputs of the opamp).
Then at the negative node,
The positive input
Substituting VP and VN to equation (1) gives
It finds the transfer function of the unity gain inverter. It also draws the Bode plot for the magnitude and phase of the transfer function H(w). The solution is detailed and was rated '5/5' by the student who posted the questions originally.