20.6.4.6. Zero-Pole
The Transfer Function block implements a transfer function which is defined by
\(H(s)=GAIN \frac{(s-ZERO(1))(s-ZERO(2))...(s-ZERO(NZERO))}{(s-POLE91))(s-POLE(2))...(s-POLE(NPOLE))}\)
- where,
- \(GAIN\) is the gain of the system\(ZERO()\) are the zeros of the system\(POLE()\) are the poles of the system.\(NZERO\) and \(NPOLE\) are the numbers of zeros and poles.
Dialog box
![../_images/image1293.png](../_images/image1293.png)
Figure 20.70 Zero-Pole dialog box
Parameter(s) |
Description |
Zeros |
Enter the zeros of the system. If Zeros is a matrix with multiple rows, the block outputs the multiple output signals. |
Poles |
Enter the poles of the system. |
Gain |
Enter the gain of the system. |
Abs tolerance |
Enter the value for the Absolute tolerance.
|