Correct Answer - Option 1 : System function poles only
Forced response:
- The response of a network with a source present in it is called forced response (F.R) and it gives a steady-state response.
- This response is independent of the nature of the passive element, but it depends entirely on the type of input.
- This part of the solution is found out by finding the particular integral part (P.I) of the differential equation
Natural response:
- The response of a network without a source in it is called a natural response (NR) and it gives the transient response
- This response depends on the nature of the passive element and it is independent of the type of input.
- This part of the response is found and by solving the complementary function in the differential equation.
Total Response (T.R) =
|
Natural Response (N.R) +
|
|
Forced Response (F.R)
|
|
↓
|
|
↓
|
|
Zero input Response
|
|
Zero state Response
|
|
↓
|
|
↓
|
|
Transient Response
|
|
Steady-state Response
|
|
↓
|
|
↓
|
|
Complementary function (C.F)
|
|
Particular solution (P.S)
|
This clearly indicates,
The natural response clearly indicates System function poles,
The forced response indicates forcing function poles,
The total response of the System indicates system poles, forcing function poles, and zeros respectively.