Mapping of poles/zeros in s and z planes, discrete time sig
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Mapping of poles/zeros in s and z planes for given discrete time signals
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Mapping of poles/zeros in s and z planes for given discrete time signals
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Mapping of poles/zeros in s and z planes for given discrete time signals
9.1
(a)
Representative mapping in the z plane is derived from the s plane
using (1) and (2) for magnitude and phase respectively
(1) Magnitude in z plane from s plane (real part )
(2) Phase in z plane from s plane (imaginary part )
Where is the sampling period
So we have
In the s plane two poles
Writing these poles independently we have
Which has a real part in the s plane and an imaginary part in
the s plane
Which maps to magnitude ...
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