Transforms and its Applications: UNIT 2: Z Transform
Applications of Z transform
The Z‒transform plays the same role for discrete systems as the Laplace transform does for continuous systems.
UNIT – 2
Z‒TRANSFORM
Introduction
The
Z‒transform plays the same role for discrete systems as the Laplace transform does
for continuous systems.
Applications of Z ‒ transform
1.
Communication is one of the fields whose development is based on discrete
analysis. Difference equations are also based on discrete system and their
solutions and analysis are carried out by Z - transform.
2.
In the system analysis area, the Z‒ transform converts convolutions to a
product and difference equations to algebraic equations.
3.
The stability of a discrete linear system can be determined by analyzing the
transfer function H (z) given by the Z‒ transform.
4.
Digital filters can be analyzed and designed using the Z ‒ transform.
5.
Digital.control systems can be analyzed and designed using Z‒ transforms.
Transforms and its Applications: UNIT 2: Z Transform : Tag: Engineering mathematics, Maths : - Applications of Z transform
Transforms and its Applications: UNIT 2: Z Transform
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Transforms and its Applications
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