Transforms And Partial Differential Equations: UNIT V: Z - Transforms And Difference Equations

Convergence Of Z-Transforms

un represents a number in the sequence for n is an integer converges absolutely is known as the region of convergence (ROC) of U (z)

CONVERGENCE OF Z-TRANSFORMS

Def:- Region of Convergence (ROC)

The region of the Z-plane in which


un represents a number in the sequence for n is an integer converges absolutely is known as the region of convergence (ROC) of U (z)

Note: (1) The region of convergence of a one sided Z transform of a right-sided sequence


i.e., the exterior of the circle with centre at origin and of radius a say z>|a|

Note (2) The region of convergence of a one sided Z transform of a left-sided sequence


For a left-handed sequence, the ROC is always inside any prescribed contour z < |b|

Note: (3) The region of convergence of two sided Z transform defined by


Transforms And Partial Differential Equations: UNIT V: Z - Transforms And Difference Equations : Tag: : - Convergence Of Z-Transforms


Transforms And Partial Differential Equations: UNIT V: Z - Transforms And Difference Equations



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