20.6.4.5. Transfer Function
The Transfer Function block implements a transfer function.
The system is defined by
\(H(s)=\frac{NUM(1)s^{NNUM-1}+NUM(2)s^{NNUM-2}+...+NUM(NNUM)}{DEN(1)s^{NDEN-1}+DEN(2)s^{NDEN-2}+...+DEN(NDEN)}\)
- where,
- \(NUM()\) are the coefficients of the numerator\(DEN()\) are the coefficients of the denominator\(NNUM\) and \(NDEN\) are the numbers of numerator and denominator coefficients.
Dialog box
Figure 20.69 Transfer Function dialog box
Parameter(s) |
Description |
Numerator |
Enter the coefficients of the numerator in descending powers of s. If Numerator is a matrix with multiple rows, the block outputs the multiple output signals. |
Denominator |
Enter the coefficients of the denominator in descending powers of s. |
Abs tolerance |
Enter the value for the Absolute tolerance.
|