WOLFRAM SYSTEM MODELER
toHighestPowerOneTransform filter to form with highest power of s equal 1 |
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Wolfram Language
In[1]:=
SystemModel["Modelica.Blocks.Continuous.Internal.Filter.Utilities.toHighestPowerOne"]
Out[1]:=
Syntax
(cr, c0, c1) = toHighestPowerOne(den1, den2)
Inputs (2)
| den1 |
Type: Real[:] Description: [s] coefficients of polynomials (den1[i]*s + 1) |
|---|---|
| den2 |
Type: Real[:,2] Description: [s^2, s] coefficients of polynomials (den2[i,1]*s^2 + den2[i,2]*s + 1) |
Outputs (3)
| cr |
Type: Real[size(den1, 1)] Description: [s^0] coefficients of polynomials cr[i]*(s+1/cr[i]) |
|---|---|
| c0 |
Type: Real[size(den2, 1)] Description: [s^0] coefficients of polynomials (s^2 + (den2[i,2]/den2[i,1])*s + (1/den2[i,1])) |
| c1 |
Type: Real[size(den2, 1)] Description: [s^1] coefficients of polynomials (s^2 + (den2[i,2]/den2[i,1])*s + (1/den2[i,1])) |