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Model system defined by zeros and poles of discrete transfer function
Discrete
The Discrete Zero-Pole block models a discrete system defined by the zeros, poles, and gain of a z-domain transfer function. This block assumes that the transfer function has the following form
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where Z represents the zeros vector, P the poles vector, and K the gain. The number of poles must be greater than or equal to the number of zeros (n ≥ m). If the poles and zeros are complex, they must be complex conjugate pairs.
The block displays the transfer function depending on how the parameters are specified. See Zero-Pole for more information.
The Discrete Zero-Pole block accepts and outputs real signals of type double.

The matrix of zeros. The default is [1].
The vector of poles. The default is [0 0.5].
The gain. The default is 1.
The time interval between samples. See Specifying Sample Time.
The State Attributes pane of this block pertains to code generation and has no effect on model simulation. See Block State Storage and Interfacing in the Real-Time Workshop® User's Guide for more information.
Direct Feedthrough | Yes, if the number of zeros and poles are equal |
Sample Time | Specified in the Sample time parameter |
Scalar Expansion | No |
States | Length of Poles vector |
Dimensionalized | No |
Zero Crossing | No |
![]() | Discrete Transfer Fcn | Display | ![]() |
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