Yes, I admit this IS a homework assignment, but I've been trying to find any information about this, and have come back empty handed. The textbook doesn't explain this very well, and the prof is hard to follow.
Basically, I ended up with a circuit with this for a transfer function:
H(s) = [(33x10^-12) s^2 + (33x10^-6)s + 1000] / [ (33.825x10^-12)s^2 + (58x10^-6) s + 1000 ]
The problem I'm having is that the top has complex roots. How do you deal with that? Do you just take them as complex roots, and then substitute in s = jw? I understand how to draw the bode plot, it's just the complex roots are messing me up.
Basically, I ended up with a circuit with this for a transfer function:
H(s) = [(33x10^-12) s^2 + (33x10^-6)s + 1000] / [ (33.825x10^-12)s^2 + (58x10^-6) s + 1000 ]
The problem I'm having is that the top has complex roots. How do you deal with that? Do you just take them as complex roots, and then substitute in s = jw? I understand how to draw the bode plot, it's just the complex roots are messing me up.