Electric Circuits and Networks

12 Higher Order Circuit, in Time-Domain

To extend the concepts of linear circuit analysis in time-domain to higher order circuits.
To emphasise the important properties exhibited by n^th order linear time-invariant circuits arising out of linearity and time-invariance properties of circuit elements in them.
To show that any arbitrary input source function can be expanded in terms of scaled and shifted impulse functions.
To show that the zero-state response of a linear time-invariant circuit to an arbitrary input source function can be obtained from its impulse response through the convolution integral.
To provide a graphical interpretation of time-domain convolution and explain the meaning of Scanning Function.

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