Tips for Understanding Transfer Functions

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Transfer functions represent the ratio of output to input in a circuit, typically expressed as Vo/Vi, but can also involve currents such as Io/Ii. The input can be defined across various components, including capacitors, depending on the circuit configuration. For non-DC signals, different transfer functions like Io/Vi or Vo/Ii can provide meaningful insights. To derive these transfer functions, applying Kirchhoff's Current Law (KCL) or Kirchhoff's Voltage Law (KVL) to the circuit nodes is essential. Understanding these principles clarifies the relationship between input and output in circuit analysis.
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i've always been a little confused on transfer functions, could someone offer me some tips/hints please?

if I have this circuit shown,

a transfer function is the ratio of the input to the output?
can it be the ratio of the currents, or must it be the voltages, also, in this circuit, would the input be considered across the capacitor?
 

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The transfer function is generally the ratio of an output divided by an input. You can have Vo/Vi transfer functions (the most often used), but you can also have any mix of Io, Vo divided by Ii or Vi.

In your circuit, Io/Ii, Io/Vi and Vo/Ii would each have some meaning for non-DC input signals. But since Vi = Vo, Vo/Vi == 1.

To calculate each of the transfer functions, just write the KCL or KVL equations for each node and solve for the transfer function ratio of interest.
 
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