How to obtain the steady state response of the sampled periodic signal data?

1. How do you find the steady-state response?
2. What is the steady-state response of a transfer function?
3. What is steady-state response in DSP?

How do you find the steady-state response?

The steady-state value of the unit step response of the system is called its DC gain. It is also the ratio of system output and input signals when transients die out. DC gain=y(∞)=limt→∞y(t)for u(t)=1(t). therefore by definition, DC gain=y(∞)=1/2.

What is the steady-state response of a transfer function?

The steady state value is also called the final value. The Final Value Theorem lets you calculate this steady state value quite easily: limt→∞y(t)=limz→0z∗Y(z), where y(t) is in the time domain and Y(z) is in the frequency domain. So if your transfer function is H(z)=Y(z)X(z)=. 8z(z−.

What is steady-state response in DSP?

The response of the filter after the transient response, provided the filter is linear and time-invariant, is called the steady-state response, and it consists of a pure sinewave at the same frequency as the input sinewave, but with amplitude and phase determined by the filter's frequency response at that frequency.