I have this question that has been haunting me for a week now. I was given a measurement file of a previous student. Allegedly, they are the measurements of the admittance of a circuit that is supposed to behave as an capacitive circuit. When I plot the values measured, I get the following figure:
What I don't understand, is why is there two resonance frequencies. I was expecting only one, the one due to the resonance of the parasitic inductance and the capacitance C? Any ideas why is that and how can I interpret this behavior?
Thanks in advance
EDIT: the measurements were performed on a cylindrical conductor that has dielectric layer on top. In order to measure the capacitance created by this dielectric layer, another layer of Galium was used as a second conductive cylindrical plate for us to be able to quantify the capacitive coupling. So basically the measured capacitance is a cylindrical one and The measured admittance is that of a parallel RC circuit because of the presence of dielectric losses. So Yc is the module of the measured admittance of the circuit that could be modelled as an RC circuit and $\phi$ is the phase.