- What is the significance of ROC in Z-transform?
- What is the ROC of the Z-transform of the signal?
- What will be the ROC of Z-transform of the discrete?
What is the significance of ROC in Z-transform?
The region of convergence (ROC) is the set of points in the complex plane for which the Z-transform summation converges.
What is the ROC of the Z-transform of the signal?
The ROC of the Z-transform is a ring or disc in the z-plane centred at the origin. The ROC of the Z-transform cannot contain any poles. The ROC of Z-transform of an LTI stable system contains the unit circle.
What will be the ROC of Z-transform of the discrete?
That is, for a stable discrete time LTI system, ROC of H(z) must contain the unit circle |z|=1. 13. The ROC of z-transform of any signal cannot contain poles. Explanation: Since the value of z-transform tends to infinity, the ROC of the z-transform does not contain poles.