Impedance of Parallel Dependent Sources.

AI Thread Summary
The discussion revolves around calculating the impedance across U1 in a circuit featuring parallel dependent current sources, resistors, and capacitors. The user is struggling to apply circuit analysis techniques like Kirchhoff's laws and superposition due to the complexity of the circuit and their recent introduction to the concepts. They note that when the parameters a and b are equal, the circuit resembles a parallel combination of a capacitor and inductor. The user expresses frustration over the lack of homework support and the difficulty of the class, which is compounded by language barriers. The request for clearer circuit diagrams highlights the need for better visual aids in understanding the problem.
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Homework Statement



I have this circuit:

Code:
0----------C----------0
U1___R C I1 I2 R C ___U2
0---------------------0

That's supposed to be two sets of Resistor, Capacitor, and dependent current sources all in parallel except with a capacitor separating the dependent current sources on the top wire. I need to know the impedance across U1. The U1 and U2 represent the voltage drops across the top and bottom wires. I1 = aU2 and I2 = bU1


Homework Equations


I must not know them all, otherwise I could solve it. I know Kirkoffs laws and superposition, mesh analysis, and nodal analysis (or at least I think I do, I just learned it very recently).

When a = b and the resistors are taken out, this circuit is supposed to become the equivalent of a capacitor and inductor in parallel.


The Attempt at a Solution



I've tried a lot of different methods, and I either get so many terms that no sane teacher would ever expect me to have to work with them all, or I get a result that is not an equivalent circuit of an inductor if I try to do the same thing without the resistors and with a = b. There was a homework assignment before this in which a gyrator and a capacitor were used to make an equivalent inductor, but I don't think I can do the same thing thing as before because there are more nodes, although it looks a hell of a lot like a gyrator when a = b.

I started this class a few weeks behind, it's taught in a foreign language, and I don't really have any access to homework help, so it's a damn hard class.
 
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