WOLFRAM SYSTEM MODELER

bandStop

Return band stop filter coefficients at given cut-off frequency

Wolfram Language

In[1]:=

SystemModel["Modelica.Blocks.Continuous.Internal.Filter.coefficients.bandStop"]

Out[1]:=

(cr, c0, c1) = bandStop(cr_in, c0_in, c1_in, f_min, f_max)

cr_in	Type: Real[:] Description: Coefficients of real poles
c0_in	Type: Real[:] Description: Coefficients of s^0 term if conjugate complex pole
c1_in	Type: Real[size(c0_in, 1)] Description: Coefficients of s^1 term if conjugate complex pole
f_min	Type: Frequency (Hz) Description: Band of band stop filter is f_min (A=-3db) .. f_max (A=-3db)
f_max	Type: Frequency (Hz) Description: Upper band frequency

cr	Type: Real[0] Description: Coefficient of real pole
c0	Type: Real[size(cr_in, 1) + 2 * size(c0_in, 1)] Description: Coefficients of s^0 term if conjugate complex pole
c1	Type: Real[size(cr_in, 1) + 2 * size(c0_in, 1)] Description: Coefficients of s^1 term if conjugate complex pole

Type: Real[0]

Description: Coefficient of real pole

Type: Real[size(cr_in, 1) + 2 * size(c0_in, 1)]

Description: Coefficients of s^0 term if conjugate complex pole

Type: Real[size(cr_in, 1) + 2 * size(c0_in, 1)]

Description: Coefficients of s^1 term if conjugate complex pole